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<!DOCTYPE html> <html class="client-js vector-feature-language-in-header-enabled vector-feature-language-in-main-page-header-disabled vector-feature-page-tools-pinned-disabled vector-feature-toc-pinned-clientpref-1 vector-feature-main-menu-pinned-disabled vector-feature-limited-width-clientpref-1 vector-feature-limited-width-content-enabled vector-feature-custom-font-size-clientpref-1 vector-feature-appearance-pinned-clientpref-1 skin-theme-clientpref-day vector-toc-available vector-animations-ready ve-available" lang=es dir=ltr style><!--
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Page saved with SingleFile
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url: https://es.wikipedia.org/wiki/Alan_Turing
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saved date: Wed Feb 25 2026 00:11:29 GMT+0800 (中国标准时间)
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--><meta charset=utf-8>
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<title>Alan Turing - Wikipedia, la enciclopedia libre</title>
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|
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<img class=mw-logo-icon 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<input class="cdx-text-input__input mw-searchInput" autocomplete=off type=search name=search placeholder="Buscar en Wikipedia" aria-label="Buscar en Wikipedia" autocapitalize=none spellcheck=false title="Buscar en este wiki [⌃⌥f]" accesskey=f id=searchInput value><template shadowrootmode=user-agent><div useragentpart=placeholder>Buscar en Wikipedia</div><div useragentpart=-webkit-textfield-decoration-container><div useragentpart=-webkit-search-decoration class=sf-hidden></div><div><div contenteditable=plaintext-only></div></div><div useragentpart=-webkit-search-cancel-button aria-label=取消 role=button class=sf-hidden></div><div useragentpart=-webkit-list-button style=display:none!important></div></div></template>
|
||
<span class="cdx-text-input__icon cdx-text-input__start-icon"></span>
|
||
</div>
|
||
|
||
</div>
|
||
<button class="cdx-button cdx-search-input__end-button">Buscar</button>
|
||
</form>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<nav class="vector-user-links vector-user-links-wide" aria-label="Herramientas personales">
|
||
<div class=vector-user-links-main>
|
||
|
||
<div id=p-vector-user-menu-preferences class="vector-menu mw-portlet emptyPortlet sf-hidden">
|
||
|
||
</div>
|
||
|
||
<div id=p-vector-user-menu-userpage class="vector-menu mw-portlet emptyPortlet sf-hidden">
|
||
|
||
</div>
|
||
<nav class="vector-appearance-landmark sf-hidden" aria-label=Apariencia>
|
||
|
||
</nav>
|
||
|
||
<div id=p-vector-user-menu-notifications class="vector-menu mw-portlet emptyPortlet sf-hidden">
|
||
|
||
</div>
|
||
|
||
<div id=p-vector-user-menu-overflow class="vector-menu mw-portlet">
|
||
<div class=vector-menu-content>
|
||
|
||
<ul class=vector-menu-content-list>
|
||
<li id=pt-sitesupport-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://donate.wikimedia.org/?wmf_source=donate&wmf_medium=sidebar&wmf_campaign=es.wikipedia.org&uselang=es"><span>Donaciones</span></a>
|
||
</li>
|
||
<li id=pt-createaccount-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://es.wikipedia.org/w/index.php?title=Especial:Crear_una_cuenta&returnto=Alan+Turing" title="Te recomendamos crear una cuenta e iniciar sesión; sin embargo, no es obligatorio"><span>Crear una cuenta</span></a>
|
||
</li>
|
||
<li id=pt-login-2 class="user-links-collapsible-item mw-list-item"><a data-mw-interface href="https://es.wikipedia.org/w/index.php?title=Especial:Entrar&returnto=Alan+Turing" title="Te recomendamos iniciar sesión, aunque no es obligatorio [⌃⌥o]" accesskey=o><span>Acceder</span></a>
|
||
</li>
|
||
|
||
</ul>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<div id=vector-user-links-dropdown class="vector-dropdown vector-user-menu vector-button-flush-right vector-user-menu-logged-out user-links-collapsible-item sf-hidden" title="Más opciones">
|
||
|
||
|
||
|
||
</div>
|
||
</nav>
|
||
</div>
|
||
</header>
|
||
</div>
|
||
<div class=mw-page-container>
|
||
<div class=mw-page-container-inner>
|
||
<div class=vector-sitenotice-container>
|
||
<div id=siteNotice><div id=centralNotice data-nosnippet></div></div>
|
||
</div>
|
||
<div class=vector-column-start>
|
||
<div class=vector-main-menu-container>
|
||
<div id=mw-navigation>
|
||
<nav id=mw-panel class="vector-main-menu-landmark sf-hidden" aria-label=Sitio>
|
||
|
||
</nav>
|
||
</div>
|
||
</div>
|
||
<div class=vector-sticky-pinned-container>
|
||
<nav id=mw-panel-toc aria-label=Contenidos data-event-name=ui.sidebar-toc class="mw-table-of-contents-container vector-toc-landmark">
|
||
<div id=vector-toc-pinned-container class=vector-pinned-container>
|
||
<div id=vector-toc class="vector-toc vector-pinnable-element">
|
||
<div class="vector-pinnable-header vector-toc-pinnable-header vector-pinnable-header-pinned" data-feature-name=toc-pinned data-pinnable-element-id=vector-toc>
|
||
<h2 class=vector-pinnable-header-label>Contenidos</h2>
|
||
<button class="vector-pinnable-header-toggle-button vector-pinnable-header-pin-button sf-hidden" data-event-name=pinnable-header.vector-toc.pin>mover a la barra lateral</button>
|
||
<button class="vector-pinnable-header-toggle-button vector-pinnable-header-unpin-button" data-event-name=pinnable-header.vector-toc.unpin>ocultar</button>
|
||
</div>
|
||
<ul class=vector-toc-contents id=mw-panel-toc-list>
|
||
<li id=toc-mw-content-text class="vector-toc-list-item vector-toc-level-1">
|
||
<a href=# class=vector-toc-link>
|
||
<div class=vector-toc-text>Inicio</div>
|
||
</a>
|
||
</li>
|
||
<li id=toc-Biografía class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Biograf%C3%ADa>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">1</span>
|
||
<span>Biografía</span>
|
||
</div>
|
||
</a>
|
||
|
||
<button aria-controls=toc-Biografía-sublist class="cdx-button cdx-button--weight-quiet cdx-button--icon-only vector-toc-toggle" aria-expanded=true>
|
||
<span class="vector-icon mw-ui-icon-wikimedia-expand"></span>
|
||
<span>Alternar subsección Biografía</span>
|
||
</button>
|
||
|
||
<ul id=toc-Biografía-sublist class=vector-toc-list>
|
||
<li id=toc-Primeros_años class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Primeros_a%C3%B1os>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">1.1</span>
|
||
<span>Primeros años</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Primeros_años-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Estudios class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Estudios>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">1.2</span>
|
||
<span>Estudios</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Estudios-sublist class=vector-toc-list>
|
||
<li id=toc-Amistad_con_Christopher_Morcom class="vector-toc-list-item vector-toc-level-3">
|
||
<a class=vector-toc-link href=#Amistad_con_Christopher_Morcom>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">1.2.1</span>
|
||
<span>Amistad con Christopher Morcom</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Amistad_con_Christopher_Morcom-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Universidad_y_sus_estudios_sobre_computabilidad class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Universidad_y_sus_estudios_sobre_computabilidad>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">1.3</span>
|
||
<span>Universidad y sus estudios sobre computabilidad</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Universidad_y_sus_estudios_sobre_computabilidad-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Solución_al_problema_de_decisión class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Soluci%C3%B3n_al_problema_de_decisi%C3%B3n>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">2</span>
|
||
<span>Solución al problema de decisión</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Solución_al_problema_de_decisión-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Tesis_Church-Turing class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded vector-toc-level-1-active vector-toc-list-item-active">
|
||
<a class=vector-toc-link href=#Tesis_Church-Turing>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">3</span>
|
||
<span>Tesis Church-Turing</span>
|
||
</div>
|
||
</a>
|
||
|
||
<button aria-controls=toc-Tesis_Church-Turing-sublist class="cdx-button cdx-button--weight-quiet cdx-button--icon-only vector-toc-toggle" aria-expanded=true>
|
||
<span class="vector-icon mw-ui-icon-wikimedia-expand"></span>
|
||
<span>Alternar subsección Tesis Church-Turing</span>
|
||
</button>
|
||
|
||
<ul id=toc-Tesis_Church-Turing-sublist class=vector-toc-list>
|
||
<li id=toc-Máquina_de_Turing class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#M%C3%A1quina_de_Turing>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">3.1</span>
|
||
<span>Máquina de Turing</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Máquina_de_Turing-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Máquinas_oracle class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#M%C3%A1quinas_oracle>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">4</span>
|
||
<span>Máquinas oracle</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Máquinas_oracle-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Análisis_criptográfico_(desciframiento_de_códigos) class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#An%C3%A1lisis_criptogr%C3%A1fico_(desciframiento_de_c%C3%B3digos)>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">5</span>
|
||
<span>Análisis criptográfico (desciframiento de códigos)</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Análisis_criptográfico_(desciframiento_de_códigos)-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Estudios_sobre_las_primeras_computadoras class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Estudios_sobre_las_primeras_computadoras>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">6</span>
|
||
<span>Estudios sobre las primeras computadoras</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Estudios_sobre_las_primeras_computadoras-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Prueba_de_Turing class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Prueba_de_Turing>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">7</span>
|
||
<span>Prueba de Turing</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Prueba_de_Turing-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Primer_programa_de_ajedrez_por_computadora class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Primer_programa_de_ajedrez_por_computadora>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">8</span>
|
||
<span>Primer programa de ajedrez por computadora</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Primer_programa_de_ajedrez_por_computadora-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Estudios_sobre_cibernética class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Estudios_sobre_cibern%C3%A9tica>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">9</span>
|
||
<span>Estudios sobre cibernética</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Estudios_sobre_cibernética-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Estudios_sobre_la_formación_de_patrones_y_la_biología_matemática class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Estudios_sobre_la_formaci%C3%B3n_de_patrones_y_la_biolog%C3%ADa_matem%C3%A1tica>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">10</span>
|
||
<span>Estudios sobre la formación de patrones y la biología matemática</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Estudios_sobre_la_formación_de_patrones_y_la_biología_matemática-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Procesamiento_por_homosexualidad_y_muerte_de_Turing class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Procesamiento_por_homosexualidad_y_muerte_de_Turing>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">11</span>
|
||
<span>Procesamiento por homosexualidad y muerte de Turing</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Procesamiento_por_homosexualidad_y_muerte_de_Turing-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Reconocimiento_póstumo class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Reconocimiento_p%C3%B3stumo>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">12</span>
|
||
<span>Reconocimiento póstumo</span>
|
||
</div>
|
||
</a>
|
||
|
||
<button aria-controls=toc-Reconocimiento_póstumo-sublist class="cdx-button cdx-button--weight-quiet cdx-button--icon-only vector-toc-toggle" aria-expanded=true>
|
||
<span class="vector-icon mw-ui-icon-wikimedia-expand"></span>
|
||
<span>Alternar subsección Reconocimiento póstumo</span>
|
||
</button>
|
||
|
||
<ul id=toc-Reconocimiento_póstumo-sublist class=vector-toc-list>
|
||
<li id=toc-Turing_en_el_cine class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Turing_en_el_cine>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">12.1</span>
|
||
<span>Turing en el cine</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Turing_en_el_cine-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Turing_en_la_Web_y_otros_medios class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Turing_en_la_Web_y_otros_medios>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">12.2</span>
|
||
<span>Turing en la Web y otros medios</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Turing_en_la_Web_y_otros_medios-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Turing_en_la_literatura class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Turing_en_la_literatura>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">12.3</span>
|
||
<span>Turing en la literatura</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Turing_en_la_literatura-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Turing_en_la_música class="vector-toc-list-item vector-toc-level-2">
|
||
<a class=vector-toc-link href=#Turing_en_la_m%C3%BAsica>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">12.4</span>
|
||
<span>Turing en la música</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Turing_en_la_música-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Véase_también class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#V%C3%A9ase_tambi%C3%A9n>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">13</span>
|
||
<span>Véase también</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Véase_también-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Notas class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Notas>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">14</span>
|
||
<span>Notas</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Notas-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Referencias class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Referencias>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">15</span>
|
||
<span>Referencias</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Referencias-sublist class=vector-toc-list>
|
||
</ul>
|
||
</li>
|
||
<li id=toc-Bibliografía class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
|
||
<a class=vector-toc-link href=#Bibliograf%C3%ADa>
|
||
<div class=vector-toc-text>
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<span class="vector-toc-numb sf-hidden">16</span>
|
||
<span>Bibliografía</span>
|
||
</div>
|
||
</a>
|
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|
||
<ul id=toc-Bibliografía-sublist class=vector-toc-list>
|
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</ul>
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||
</li>
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<li id=toc-Enlaces_externos class="vector-toc-list-item vector-toc-level-1 vector-toc-list-item-expanded">
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||
<a class=vector-toc-link href=#Enlaces_externos>
|
||
<div class=vector-toc-text>
|
||
<span class="vector-toc-numb sf-hidden">17</span>
|
||
<span>Enlaces externos</span>
|
||
</div>
|
||
</a>
|
||
|
||
<ul id=toc-Enlaces_externos-sublist class=vector-toc-list>
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</li>
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<h1 id=firstHeading class="firstHeading mw-first-heading"><span class=mw-page-title-main>Alan Turing</span></h1>
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<span class=vector-dropdown-label-text>161 idiomas</span>
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<li id=ca-nstab-main class="selected vector-tab-noicon mw-list-item"><a href=https://es.wikipedia.org/wiki/Alan_Turing title="Ver la página de contenido [⌃⌥c]" accesskey=c><span>Artículo</span></a><li id=ca-talk class="vector-tab-noicon mw-list-item"><a href=https://es.wikipedia.org/wiki/Discusi%C3%B3n:Alan_Turing rel=discussion title="Discusión acerca de la página [⌃⌥t]" accesskey=t><span>Discusión</span></a></li>
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<li id=ca-view class="selected vector-tab-noicon mw-list-item"><a href=https://es.wikipedia.org/wiki/Alan_Turing><span>Leer</span></a><li id=ca-viewsource class="vector-tab-noicon mw-list-item"><a href="https://es.wikipedia.org/w/index.php?title=Alan_Turing&action=edit" title="Esta página está protegida, pero puedes ver su código fuente [⌃⌥e]" accesskey=e><span>Ver código fuente</span></a><li id=ca-history class="vector-tab-noicon mw-list-item"><a href="https://es.wikipedia.org/w/index.php?title=Alan_Turing&action=history" title="Versiones anteriores de esta página [⌃⌥h]" accesskey=h><span>Ver historial</span></a></li>
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<button class="vector-pinnable-header-toggle-button vector-pinnable-header-pin-button" data-event-name=pinnable-header.vector-page-tools.pin>mover a la barra lateral</button>
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<div id=p-tb class="vector-menu mw-portlet mw-portlet-tb">
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<div class=vector-menu-heading>
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General
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</div>
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<div class=vector-menu-content>
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<ul class=vector-menu-content-list>
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<li id=t-whatlinkshere class=mw-list-item><a href=https://es.wikipedia.org/wiki/Especial:LoQueEnlazaAqu%C3%AD/Alan_Turing title="Lista de todas las páginas de la wiki que enlazan aquí [⌃⌥j]" accesskey=j><span>Lo que enlaza aquí</span></a><li id=t-recentchangeslinked class=mw-list-item><a href=https://es.wikipedia.org/wiki/Especial:CambiosEnEnlazadas/Alan_Turing rel=nofollow title="Cambios recientes en las páginas que enlazan con esta [⌃⌥k]" accesskey=k><span>Cambios en enlazadas</span></a><li id=t-upload class=mw-list-item><a href="https://commons.wikimedia.org/wiki/Special:UploadWizard?uselang=es" title="Subir archivos [⌃⌥u]" accesskey=u><span>Subir archivo</span></a><li id=t-permalink class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Alan_Turing&oldid=169899072" title="Enlace permanente a esta versión de la página"><span>Enlace permanente</span></a><li id=t-info class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Alan_Turing&action=info" title="Más información sobre esta página"><span>Información de la página</span></a><li id=t-cite class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Especial:Citar&page=Alan_Turing&id=169899072&wpFormIdentifier=titleform" title="Información sobre cómo citar esta página"><span>Citar esta página</span></a><li id=t-urlshortener class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Especial:Acortador_de_URL&url=https%3A%2F%2Fes.wikipedia.org%2Fwiki%2FAlan_Turing" aria-haspopup=dialog><span>Obtener URL acortado</span></a><li id=t-urlshortener-qrcode class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Especial:QrCode&url=https%3A%2F%2Fes.wikipedia.org%2Fwiki%2FAlan_Turing"><span>Descargar código QR</span></a></li>
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<li class="mw-list-item mw-list-item-js" id=wbc-editpage><a href=https://www.wikidata.org/wiki/Special:EntityPage/Q7251#sitelinks-wikipedia title="Editar enlaces interlingüísticos"><span>Editar enlaces interlingüísticos</span></a></ul>
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<div id=p-coll-print_export class="vector-menu mw-portlet mw-portlet-coll-print_export">
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<div class=vector-menu-heading>
|
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Imprimir/exportar
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</div>
|
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<div class=vector-menu-content>
|
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<ul class=vector-menu-content-list>
|
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|
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<li id=coll-create_a_book class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Especial:Libro&bookcmd=book_creator&referer=Alan+Turing"><span>Crear un libro</span></a><li id=coll-download-as-rl class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Especial:DownloadAsPdf&page=Alan_Turing&action=show-download-screen"><span>Descargar como PDF</span></a><li id=t-print class=mw-list-item><a href="https://es.wikipedia.org/w/index.php?title=Alan_Turing&printable=yes" title="Versión imprimible de esta página [⌃⌥p]" accesskey=p><span>Versión para imprimir</span></a></li>
|
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</ul>
|
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|
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</div>
|
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</div>
|
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<div id=p-wikibase-otherprojects class="vector-menu mw-portlet mw-portlet-wikibase-otherprojects">
|
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<div class=vector-menu-heading>
|
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En otros proyectos
|
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</div>
|
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<div class=vector-menu-content>
|
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|
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<ul class=vector-menu-content-list>
|
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|
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<li class="wb-otherproject-link wb-otherproject-commons mw-list-item"><a href=https://commons.wikimedia.org/wiki/Alan_Turing hreflang=en><span>Wikimedia Commons</span></a><li class="wb-otherproject-link wb-otherproject-wikiquote mw-list-item"><a href=https://es.wikiquote.org/wiki/Alan_Turing hreflang=es><span>Wikiquote</span></a><li id=t-wikibase class="wb-otherproject-link wb-otherproject-wikibase-dataitem mw-list-item"><a href=https://www.wikidata.org/wiki/Special:EntityPage/Q7251 title="Enlace al elemento conectado del repositorio de datos [⌃⌥g]" accesskey=g><span>Elemento de Wikidata</span></a></li>
|
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</ul>
|
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|
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</div>
|
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</div>
|
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</div>
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</div>
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</div>
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</nav>
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<div class=wp25eastereggs-vector-sitenotice-landmark></div>
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<div id=vector-appearance class="vector-appearance vector-pinnable-element">
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<div class="vector-pinnable-header vector-appearance-pinnable-header vector-pinnable-header-pinned" data-feature-name=appearance-pinned data-pinnable-element-id=vector-appearance data-pinned-container-id=vector-appearance-pinned-container data-unpinned-container-id=vector-appearance-unpinned-container data-saved-pinned-state=true>
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<div class=vector-pinnable-header-label>Apariencia</div>
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<button class="vector-pinnable-header-toggle-button vector-pinnable-header-pin-button sf-hidden" data-event-name=pinnable-header.vector-appearance.pin>mover a la barra lateral</button>
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<button class="vector-pinnable-header-toggle-button vector-pinnable-header-unpin-button" data-event-name=pinnable-header.vector-appearance.unpin>ocultar</button>
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<div class="mw-portlet mw-portlet-skin-client-prefs-vector-feature-custom-font-size vector-menu" id=skin-client-prefs-vector-feature-custom-font-size><div class=vector-menu-heading>Texto</div><div class=vector-menu-content><ul class=vector-menu-content-list><li class="mw-list-item mw-list-item-js"><div><form><div class=cdx-radio><input name=skin-client-pref-vector-feature-custom-font-size-group id=skin-client-pref-vector-feature-custom-font-size-value-0 type=radio value=0 data-event-name=skin-client-pref-vector-feature-custom-font-size-value-0 class=cdx-radio__input><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-vector-feature-custom-font-size-value-0><span class=cdx-label__label__text>Pequeño</span></label></div><div class=cdx-radio><input name=skin-client-pref-vector-feature-custom-font-size-group id=skin-client-pref-vector-feature-custom-font-size-value-1 type=radio value=1 data-event-name=skin-client-pref-vector-feature-custom-font-size-value-1 class=cdx-radio__input checked><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-vector-feature-custom-font-size-value-1><span class=cdx-label__label__text>Estándar</span></label></div><div class=cdx-radio><input name=skin-client-pref-vector-feature-custom-font-size-group id=skin-client-pref-vector-feature-custom-font-size-value-2 type=radio value=2 data-event-name=skin-client-pref-vector-feature-custom-font-size-value-2 class=cdx-radio__input><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-vector-feature-custom-font-size-value-2><span class=cdx-label__label__text>Grande</span></label></div></form></div></ul><span class="skin-client-pref-exclusion-notice sf-hidden">Esta página siempre usa texto pequeño</span></div></div><div class="mw-portlet mw-portlet-skin-client-prefs-vector-feature-limited-width vector-menu" id=skin-client-prefs-vector-feature-limited-width><div class=vector-menu-heading>Anchura</div><div class=vector-menu-content><ul class=vector-menu-content-list><li class="mw-list-item mw-list-item-js"><div><form><div class=cdx-radio><input name=skin-client-pref-vector-feature-limited-width-group id=skin-client-pref-vector-feature-limited-width-value-1 type=radio value=1 data-event-name=skin-client-pref-vector-feature-limited-width-value-1 class=cdx-radio__input checked><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-vector-feature-limited-width-value-1><span class=cdx-label__label__text>Estándar</span></label></div><div class=cdx-radio><input name=skin-client-pref-vector-feature-limited-width-group id=skin-client-pref-vector-feature-limited-width-value-0 type=radio value=0 data-event-name=skin-client-pref-vector-feature-limited-width-value-0 class=cdx-radio__input><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-vector-feature-limited-width-value-0><span class=cdx-label__label__text>Ancho</span></label></div></form></div></ul><span class="skin-client-pref-exclusion-notice sf-hidden">Esta página siempre es ancha</span></div></div><div class="mw-portlet mw-portlet-skin-client-prefs-skin-theme vector-menu" id=skin-client-prefs-skin-theme><div class=vector-menu-heading>Color <span><span>(beta)</span></span></div><div class=vector-menu-content><ul class=vector-menu-content-list><li class="mw-list-item mw-list-item-js"><div><form><div class=cdx-radio><input name=skin-client-pref-skin-theme-group id=skin-client-pref-skin-theme-value-os type=radio value=os data-event-name=skin-client-pref-skin-theme-value-os class=cdx-radio__input><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-skin-theme-value-os><span class=cdx-label__label__text>Automático</span></label></div><div class=cdx-radio><input name=skin-client-pref-skin-theme-group id=skin-client-pref-skin-theme-value-day type=radio value=day data-event-name=skin-client-pref-skin-theme-value-day class=cdx-radio__input checked><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-skin-theme-value-day><span class=cdx-label__label__text>Claro</span></label></div><div class=cdx-radio><input name=skin-client-pref-skin-theme-group id=skin-client-pref-skin-theme-value-night type=radio value=night data-event-name=skin-client-pref-skin-theme-value-night class=cdx-radio__input><span class=cdx-radio__icon></span><label class="cdx-label cdx-radio__label" for=skin-client-pref-skin-theme-value-night><span class=cdx-label__label__text>Oscuro</span></label></div></form><span id=skin-theme-beta-notice class=sf-hidden></span></div></ul><span class="skin-client-pref-exclusion-notice sf-hidden">Esta página está siempre en modo claro</span></div></div></div>
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</nav>
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</div>
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<div id=bodyContent class="vector-body ve-init-mw-desktopArticleTarget-targetContainer" aria-labelledby=firstHeading data-mw-ve-target-container>
|
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<div class=vector-body-before-content>
|
||
<div class=mw-indicators>
|
||
</div>
|
||
<div id=siteSub class="noprint sf-hidden">De Wikipedia, la enciclopedia libre</div>
|
||
</div>
|
||
<div id=contentSub><div id=mw-content-subtitle></div></div>
|
||
|
||
|
||
<div id=mw-content-text class=mw-body-content><div class="mw-content-ltr mw-parser-output" lang=es dir=ltr><div class="rellink noprint hatnote">«Turing» redirige aquí. Para otras acepciones, véase <a href=https://es.wikipedia.org/wiki/Turing_(desambiguaci%C3%B3n) class=mw-disambig title="Turing (desambiguación)">Turing (desambiguación)</a>.
|
||
</div>
|
||
<style data-mw-deduplicate=TemplateStyles:r157776694 class=sf-hidden>.mw-parser-output .infobox .imagen{max-width:100%;margin:0 auto}.mw-parser-output .infobox .imagen img{max-width:100%;height:auto}</style><table class="infobox biography vcard" style=width:22.7em;line-height:1.4em;text-align:left;padding:.23em><tbody><tr><th colspan=3 class="cabecera persona" style=text-align:center>Alan Turing<tr><td colspan=3 class=imagen style=text-align:center;line-height:1.3em;vertical-align:middle>
|
||
<span typeof=mw:File><a href=https://commons.wikimedia.org/wiki/File:Alan_turing_header.jpg class=mw-file-description><img 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" decoding=async width=220 height=293 class=mw-file-element srcset data-file-width=752 data-file-height=1002 sizes></a></span><br><div style=display:inline>Turing en 1951, con 39 años.</div><tr><th colspan=3 class=section style=text-align:center>Información personal<tr><th scope=row class=label style=text-align:left;width:33%>Nombre de nacimiento<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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Alan Mathison Turing<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Nacimiento<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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23 de junio de 1912<span class="wikidata-link lapiz noprint sf-hidden"> </span><br><a href=https://es.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a> (<a href=https://es.wikipedia.org/wiki/Reino_Unido_de_Gran_Breta%C3%B1a_e_Irlanda title="Reino Unido de Gran Bretaña e Irlanda">Reino Unido de Gran Bretaña e Irlanda</a>)<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Fallecimiento<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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||
7 de junio de 1954<span class="wikidata-link lapiz noprint sf-hidden"> </span> (41 años)<br><a href=https://es.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a> (<a href=https://es.wikipedia.org/wiki/Reino_Unido title="Reino Unido">Reino Unido</a>)<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Causa de muerte<td colspan=2 style=line-height:1.3em;vertical-align:middle>
|
||
<a href=https://es.wikipedia.org/wiki/Intoxicaci%C3%B3n_cianh%C3%ADdrica title="Intoxicación cianhídrica">Intoxicación cianhídrica</a><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Sepultura<td colspan=2 style=line-height:1.3em;vertical-align:middle>
|
||
Woking Crematorium<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Nacionalidad<td colspan=2 class=category style=line-height:1.3em;vertical-align:middle>
|
||
Británica<tr><th scope=row class=label style=text-align:left;width:33%>Religión<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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<a href=https://es.wikipedia.org/wiki/Ate%C3%ADsmo title=Ateísmo>Ateísmo</a><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Lengua materna<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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||
<a href=https://es.wikipedia.org/wiki/Idioma_ingl%C3%A9s title="Idioma inglés">Inglés</a><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th colspan=3 class=section style=text-align:center>Familia<tr><th scope=row class=label style=text-align:left;width:33%>Padres<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
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||
Julius Mathison Turing<span class="wikidata-link lapiz noprint sf-hidden"> </span><br>Ethel Sara Stoney<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th colspan=3 class=section style=text-align:center>Educación<tr><th scope=row class=label style=text-align:left;width:33%>Educado en<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
|
||
<ul><li>Sherborne School <small>(1926-1931)</small><li>Hazlehurst Community Primary School <small>(hasta 1926)</small><li><a href=https://es.wikipedia.org/wiki/King%27s_College_(Cambridge) title="King's College (Cambridge)">King's College</a> <small>(1931-1934)</small><li><a href=https://es.wikipedia.org/wiki/Universidad_de_Princeton title="Universidad de Princeton">Universidad de Princeton</a> <small>(1937-1938)</small><span class="wikidata-link lapiz noprint sf-hidden"> </span></ul><tr><th scope=row class=label style=text-align:left;width:33%>Tesis doctoral<td colspan=2 style=line-height:1.3em;vertical-align:middle>
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||
<a rel=nofollow class="external text" href="https://mathgenealogy.org/id.php?id=8014"><i> Sistemas de lógica basados en ordinales</i></a> (1938)<tr><th scope=row class=label style=text-align:left;width:33%>Supervisor doctoral<td colspan=2 style=line-height:1.3em;vertical-align:middle>
|
||
<a href=https://es.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th colspan=3 class=section style=text-align:center>Información profesional<tr><th scope=row class=label style=text-align:left;width:33%>Ocupación<td colspan=2 class=role style=line-height:1.3em;vertical-align:middle>
|
||
<a href=https://es.wikipedia.org/wiki/Inform%C3%A1tico_te%C3%B3rico title="Informático teórico">Informático teórico</a> y criptógrafo<span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Área<td colspan=2 style=line-height:1.3em;vertical-align:middle>
|
||
<a href=https://es.wikipedia.org/wiki/Criptoan%C3%A1lisis title=Criptoanálisis>Criptoanálisis</a>, <a href=https://es.wikipedia.org/wiki/Ciencias_de_la_computaci%C3%B3n title="Ciencias de la computación">ciencias de la computación</a>, <a href=https://es.wikipedia.org/wiki/Matem%C3%A1ticas title=Matemáticas>matemáticas</a>, <a href=https://es.wikipedia.org/wiki/L%C3%B3gica title=Lógica>lógica</a> y <a href=https://es.wikipedia.org/wiki/Criptograf%C3%ADa title=Criptografía>criptografía</a><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Empleador<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
|
||
<ul><li><a href=https://es.wikipedia.org/wiki/Universidad_de_Cambridge title="Universidad de Cambridge">Universidad de Cambridge</a> <small>(1934-1937)</small><li><a href=https://es.wikipedia.org/wiki/GCHQ title=GCHQ>GCHQ</a> <small>(1938-1945)</small><li><a href=https://es.wikipedia.org/wiki/National_Physical_Laboratory title="National Physical Laboratory">Laboratorio Nacional de Física (Reino Unido)</a> <small>(1945-1947)</small><li>Universidad Victoria de Manchester <small>(1948-1952)</small><span class="wikidata-link lapiz noprint sf-hidden"> </span></ul><tr><th scope=row class=label style=text-align:left;width:33%>Obras notables<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
|
||
<ul><li><i><a href=https://es.wikipedia.org/wiki/Computing_machinery_and_intelligence title="Computing machinery and intelligence">Computing machinery and intelligence</a></i><li><i><a href=https://es.wikipedia.org/wiki/Problema_de_la_parada title="Problema de la parada">problema de la parada</a></i><li><i><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a></i><li><i><a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing">test de Turing</a></i><li><i><a href=https://es.wikipedia.org/wiki/Turing_completo title="Turing completo">Turing completo</a></i><li><i><a href=https://es.wikipedia.org/wiki/Tesis_de_Church-Turing title="Tesis de Church-Turing">Tesis de Church-Turing</a></i><li><i><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing_universal title="Máquina de Turing universal">máquina de Turing universal</a></i><li><i><a href=https://es.wikipedia.org/wiki/Bombe title=Bombe>Bombe</a></i><li><i><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing_probabil%C3%ADstica title="Máquina de Turing probabilística">máquina de Turing probabilística</a></i><span class="wikidata-link lapiz noprint sf-hidden"> </span></ul><tr><th scope=row class=label style=text-align:left;width:33%>Miembro de<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
|
||
<a href=https://es.wikipedia.org/wiki/Royal_Society title="Royal Society">Royal Society</a> <small>(desde 1951)</small><span class="wikidata-link lapiz noprint sf-hidden"> </span><tr><th scope=row class=label style=text-align:left;width:33%>Distinciones<td colspan=2 class=plainlist style=line-height:1.3em;vertical-align:middle>
|
||
<ul><li><a href=https://es.wikipedia.org/wiki/Premio_Smith title="Premio Smith">Premio Smith</a> <small>(1936)</small><li><a href=https://es.wikipedia.org/wiki/Oficial_de_la_Orden_del_Imperio_brit%C3%A1nico class=mw-redirect title="Oficial de la Orden del Imperio británico">Oficial de la Orden del Imperio Británico</a> <small>(1946)</small><li><a href=https://es.wikipedia.org/wiki/Miembro_de_la_Royal_Society title="Miembro de la Royal Society">Miembro de la Royal Society</a> <small>(1951)</small><span class="wikidata-link lapiz noprint sf-hidden"> </span></ul><tr><th colspan=3 class=section style=text-align:center>Firma<tr><td colspan=3 style=text-align:center;line-height:1.3em;vertical-align:middle>
|
||
<span class=skin-invert typeof=mw:File><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_signature.svg class=mw-file-description><img 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" 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<p><b>Alan Mathison Turing</b> (<a href=https://es.wikipedia.org/wiki/Paddington title=Paddington>Paddington</a>, <a href=https://es.wikipedia.org/wiki/Londres title=Londres>Londres</a>; 23 de junio de 1912-<a href=https://es.wikipedia.org/wiki/Wilmslow title=Wilmslow>Wilmslow</a>, <a href=https://es.wikipedia.org/wiki/Cheshire title=Cheshire>Cheshire</a>; 7 de junio de 1954) fue un <a href=https://es.wikipedia.org/wiki/Matem%C3%A1tico title=Matemático>matemático</a>, <a href=https://es.wikipedia.org/wiki/L%C3%B3gico class=mw-redirect title=Lógico>lógico</a>, <a href=https://es.wikipedia.org/wiki/Inform%C3%A1tico_te%C3%B3rico title="Informático teórico">informático teórico</a>, <a href=https://es.wikipedia.org/wiki/Cript%C3%B3grafo class=mw-redirect title=Criptógrafo>criptógrafo</a>, <a href=https://es.wikipedia.org/wiki/Fil%C3%B3sofo class=mw-redirect title=Filósofo>filósofo</a> y <a href=https://es.wikipedia.org/wiki/Biolog%C3%ADa_te%C3%B3rica title="Biología teórica">biólogo teórico</a> <a href=https://es.wikipedia.org/wiki/Reino_Unido title="Reino Unido">británico</a>.<sup id=cite_ref-1 class="mw-references reference separada"><a href=#cite_note-1><span class=cite-bracket>[</span>1<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-2 class="mw-references reference separada"><a href=#cite_note-2><span class=cite-bracket>[</span>2<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-3 class="mw-references reference separada"><a href=#cite_note-3><span class=cite-bracket>[</span>3<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-4 class="mw-references reference separada"><a href=#cite_note-4><span class=cite-bracket>[</span>4<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-5 class="mw-references reference separada"><a href=#cite_note-5><span class=cite-bracket>[</span>5<span class=cite-bracket>]</span></a></sup> Es considerado como uno de los padres de la <a href=https://es.wikipedia.org/wiki/Ciencias_de_la_computaci%C3%B3n title="Ciencias de la computación">ciencia de la computación</a> y precursor de la <a href=https://es.wikipedia.org/wiki/Inform%C3%A1tica title=Informática>informática</a> moderna. Proporcionó una formalización influyente de los conceptos de <a href=https://es.wikipedia.org/wiki/Algoritmo title=Algoritmo>algoritmo</a> y computación: la <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a>. Formuló su propia versión que hoy es ampliamente aceptada como la <a href=https://es.wikipedia.org/wiki/Tesis_de_Church-Turing title="Tesis de Church-Turing">tesis de Church-Turing</a> (1936). Durante la <a href=https://es.wikipedia.org/wiki/Segunda_Guerra_Mundial title="Segunda Guerra Mundial">Segunda Guerra Mundial</a>, trabajó en descifrar los códigos <a href=https://es.wikipedia.org/wiki/Nazismo title=Nazismo>nazis</a>, particularmente los de la máquina <a href=https://es.wikipedia.org/wiki/Enigma_(m%C3%A1quina) title="Enigma (máquina)">Enigma</a>, y durante un tiempo fue el director de la sección Naval Enigma de <a href=https://es.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a>. Se ha estimado que su trabajo acortó la duración de esa guerra entre dos y cuatro años.<sup id=cite_ref-6 class="mw-references reference separada"><a href=#cite_note-6><span class=cite-bracket>[</span>6<span class=cite-bracket>]</span></a></sup> Tras la guerra, diseñó uno de los primeros computadores electrónicos programables digitales en el <a href=https://es.wikipedia.org/wiki/Laboratorio_Nacional_de_F%C3%ADsica_(Reino_Unido) class=mw-redirect title="Laboratorio Nacional de Física (Reino Unido)">Laboratorio Nacional de Física</a> del Reino Unido y poco tiempo después construyó otra de las primeras máquinas en la <a href=https://es.wikipedia.org/wiki/Universidad_de_M%C3%A1nchester title="Universidad de Mánchester">Universidad de Mánchester</a>.
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<p>En el campo de la <a href=https://es.wikipedia.org/wiki/Inteligencia_artificial title="Inteligencia artificial">inteligencia artificial</a>, es conocido sobre todo por la concepción de la <a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing">prueba de Turing</a> (1950), un criterio según el cual puede juzgarse la inteligencia de una máquina si sus respuestas en la prueba son indistinguibles de las de un ser humano.
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<p>La carrera de Turing terminó súbitamente tras ser procesado por <a href=https://es.wikipedia.org/wiki/Homosexualidad title=Homosexualidad>homosexualidad</a> en 1952. Dos años después de su condena, murió —según la versión oficial, por suicidio; sin embargo, su muerte ha dado lugar a otras hipótesis, incluida la del envenenamiento accidental —. Después de una campaña pública en 2009, el primer ministro británico, <a href=https://es.wikipedia.org/wiki/Gordon_Brown title="Gordon Brown">Gordon Brown</a>, se disculpó públicamente en nombre del gobierno británico por «la forma espantosa en la que Turing había sido tratado». La reina <a href=https://es.wikipedia.org/wiki/Isabel_II_del_Reino_Unido title="Isabel II del Reino Unido">Isabel II</a> le otorgó un indulto póstumo en 2013. El término «<a href=https://es.wikipedia.org/wiki/Ley_Alan_Turing title="Ley Alan Turing">ley Alan Turing</a>» ahora se usa de manera informal para referirse a una ley de 2017 en el Reino Unido que perdona retroactivamente a hombres amonestados o condenados en virtud de la legislación que prohibía los actos homosexuales.<sup id=cite_ref-real2_7-0 class="mw-references reference separada"><a href=#cite_note-real2-7><span class=cite-bracket>[</span>7<span class=cite-bracket>]</span></a></sup>
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<p>Turing tiene un extenso legado con estatuas y muchas cosas que llevan su nombre, incluido un <a href=https://es.wikipedia.org/wiki/Premio_Turing title="Premio Turing">premio anual por innovación en informática</a>. Aparece en el billete actual de 50 <a href=https://es.wikipedia.org/wiki/Libra_esterlina title="Libra esterlina">libras</a> del <a href=https://es.wikipedia.org/wiki/Banco_de_Inglaterra title="Banco de Inglaterra">Banco de Inglaterra</a>,<sup id=cite_ref-8 class="mw-references reference separada"><a href=#cite_note-8><span class=cite-bracket>[</span>8<span class=cite-bracket>]</span></a></sup> que se lanzó el 23 de junio de 2021, coincidiendo con su cumpleaños. Un programa de la <a href=https://es.wikipedia.org/wiki/BBC title=BBC>BBC</a> de 2019, votado por la audiencia, lo nombró la persona más grande del siglo <span style=font-variant:small-caps;text-transform:lowercase>XX</span>.<sup id=cite_ref-9 class="mw-references reference separada"><a href=#cite_note-9><span class=cite-bracket>[</span>9<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Biografía><span id=Biograf.C3.ADa></span>Biografía</h2></div>
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<p>Turing nació en el distrito londinense de <a href=https://es.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a>.<sup id=cite_ref-10 class="mw-references reference separada"><a href=#cite_note-10><span class=cite-bracket>[</span>10<span class=cite-bracket>]</span></a></sup> Su padre, Julius Mathison Turing (1873-1944), era miembro del cuerpo de funcionarios británicos en la India. Su madre, Ethel Sara Stoney, era hija de Edward Waller Stoney, ingeniero jefe de Madras Railways. Los Stoney eran una familia de la nobleza <a href=https://es.wikipedia.org/wiki/Anglo-Irland%C3%A9s title=Anglo-Irlandés>protestante angloirlandesa</a> de los condados de <a href=https://es.wikipedia.org/wiki/Tipperary title=Tipperary>Tipperary</a> y <a href=https://es.wikipedia.org/wiki/Longford_(Condado_de_Longford) title="Longford (Condado de Longford)">Longford</a>, mientras que la propia Ethel había pasado gran parte de su infancia en el condado de <a href=https://es.wikipedia.org/wiki/Condado_de_Clare_(Irlanda) title="Condado de Clare (Irlanda)">Clare</a>.
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</p>
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<div class="mw-heading mw-heading3"><h3 id=Primeros_años><span id=Primeros_a.C3.B1os></span>Primeros años</h3></div>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_(5025990183).jpg class=mw-file-description><img alt="Placa donde se consigna el nacimiento" src=data:image/jpeg;base64,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 decoding=async width=250 height=250 class=mw-file-element srcset data-file-width=1601 data-file-height=1601 sizes></a><figcaption><a href=https://es.wikipedia.org/wiki/Placa_azul title="Placa azul">Placa azul</a> en la casa donde nació.</figcaption></figure>
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<p>Por razones de trabajo, la familia residía en la India británica. Sin embargo, tanto Julius como Ethel querían que sus hijos se criaran en Gran Bretaña, por lo que se mudaron a <a href=https://es.wikipedia.org/wiki/Maida_Vale title="Maida Vale">Maida Vale</a> (Londres). Allí nació Alan Turing el 23 de junio de 1912.<sup id=cite_ref-11 class="mw-references reference separada"><a href=#cite_note-11><span class=cite-bracket>[</span>n. 1<span class=cite-bracket>]</span></a></sup> Turing tuvo un hermano mayor.
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<p>Durante su infancia, sus padres viajaron constantemente entre Hastings, Reino Unido, y la India debido a que su padre seguía activo en la Administración Colonial, por lo que pasó algunos años viviendo con su hermano en la casa de un matrimonio retirado del ejército.
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<p>Muy pronto Turing mostró signos del genio que luego sería. Desde temprana edad mostró un gran interés por la lectura, por los números y los <a href=https://es.wikipedia.org/wiki/Rompecabezas title=Rompecabezas>rompecabezas</a>.
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</p>
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<div class="mw-heading mw-heading3"><h3 id=Estudios>Estudios</h3></div>
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<figure class="mw-default-size mw-halign-left" typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_Aged_16.jpg class=mw-file-description><img 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 decoding=async width=250 height=340 class=mw-file-element srcset data-file-width=675 data-file-height=919 sizes></a><figcaption>Turing a la edad de 16 años.</figcaption></figure>
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<p>Entre enero de 1922 y 1926, Turing estudió en la preparatoria Hazelhurst, una escuela independiente en el pueblo de <a href=https://es.wikipedia.org/wiki/Frant title=Frant>Frant</a> en <a href=https://es.wikipedia.org/wiki/Sussex title=Sussex>Sussex</a> (hoy East Oriental).<sup id=cite_ref-12 class="mw-references reference separada"><a href=#cite_note-12><span class=cite-bracket>[</span>11<span class=cite-bracket>]</span></a></sup>
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<p>En 1926, con trece años, ingresó en el internado de <a href=https://es.wikipedia.org/wiki/Sherborne title=Sherborne>Sherborne</a>, en <a href=https://es.wikipedia.org/wiki/Dorset title=Dorset>Dorset</a>. Su primer día de clase coincidió con la <a href=https://es.wikipedia.org/wiki/Huelga_general_en_Reino_Unido_de_1926 title="Huelga general en Reino Unido de 1926">huelga general en Inglaterra</a>, pero su determinación por asistir a clase era tan firme que recorrió con su bicicleta los más de 96 km que separaban <a href=https://es.wikipedia.org/wiki/Southampton title=Southampton>Southampton</a> de su escuela, pasando la noche en una <a href=https://es.wikipedia.org/wiki/Posada_(establecimiento) title="Posada (establecimiento)">posada</a>.<sup id=cite_ref-13 class="mw-references reference separada"><a href=#cite_note-13><span class=cite-bracket>[</span>12<span class=cite-bracket>]</span></a></sup>
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<p>La inclinación natural de Turing hacia la matemática y la ciencia no le atrajo el respeto de sus profesores de Sherborne, cuyo concepto de educación hacía mayor énfasis en los clásicos. En la escuela de Sherbone, ganó la mayor parte de los premios matemáticos que se otorgaban y, además, realizaba experimentos químicos por su cuenta, aunque la opinión del profesorado respecto a la independencia y ambición de Turing no era demasiado favorable. A pesar de ello, el joven continuó mostrando una singular habilidad para los estudios que realmente le gustaban, y llegó a resolver problemas muy avanzados para su edad (16 años) sin ni siquiera haber estudiado <a href=https://es.wikipedia.org/wiki/C%C3%A1lculo title=Cálculo>cálculo</a> elemental.<sup id=cite_ref-14 class="mw-references reference separada"><a href=#cite_note-14><span class=cite-bracket>[</span>13<span class=cite-bracket>]</span></a></sup>
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||
</p>
|
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<div class="mw-heading mw-heading4"><h4 id=Amistad_con_Christopher_Morcom>Amistad con Christopher Morcom</h4></div>
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<p>Christopher Morcom estudiaba junto con Turing en la escuela de Sherborne y ambos compartían la pasión por la ciencia. Durante las clases de matemática o física, se intercambiaban notas de comentarios sobre rompecabezas. Alan se enamoró de él. Fue su primer amor y la primera persona que creyó en sus ideas y con quien podía continuar desarrollándolas.<sup id=cite_ref-15 class="mw-references reference separada"><a href=#cite_note-15><span class=cite-bracket>[</span>14<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-16 class="mw-references reference separada"><a href=#cite_note-16><span class=cite-bracket>[</span>15<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-:0_17-0 class="mw-references reference separada"><a href=#cite_note-:0-17><span class=cite-bracket>[</span>16<span class=cite-bracket>]</span></a></sup> El 13 de febrero de 1930,<sup id=cite_ref-FOOTNOTETeuscher2004_18-0 class="mw-references reference separada"><a href=#cite_note-FOOTNOTETeuscher2004-18><span class=cite-bracket>[</span>17<span class=cite-bracket>]</span></a></sup> solo unas pocas semanas después de su última temporada en Sherborne, Morcom falleció debido a complicaciones de la <a href=https://es.wikipedia.org/wiki/Tuberculosis_de_los_mam%C3%ADferos title="Tuberculosis de los mamíferos">tuberculosis bovina</a> contraída tras beber leche de alguna vaca infectada. Al recordarlo, Turing afirmaba: «Mis recuerdos más vívidos de Chris son casi siempre, sobre las cosas tan amables que me decía».<sup id=cite_ref-:0_17-1 class="mw-references reference separada"><a href=#cite_note-:0-17><span class=cite-bracket>[</span>16<span class=cite-bracket>]</span></a></sup>
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<p>A raíz de esas vivencias, su fe religiosa desapareció por completo y se convirtió en <a href=https://es.wikipedia.org/wiki/Ate%C3%ADsmo title=Ateísmo>ateo</a>. También se obsesionó por entender la naturaleza de la consciencia, su estructura y orígenes. Adoptó la convicción de que todos los fenómenos, incluyendo el funcionamiento del cerebro humano, son materialistas.<sup id=cite_ref-19 class="mw-references reference separada"><a href=#cite_note-19><span class=cite-bracket>[</span>18<span class=cite-bracket>]</span></a></sup> Sin embargo, siguió creyendo en la supervivencia del espíritu después de la muerte.
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||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Universidad_y_sus_estudios_sobre_computabilidad>Universidad y sus estudios sobre computabilidad</h3></div>
|
||
<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:KingsCollegeChapel.jpg class=mw-file-description><img 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 decoding=async width=250 height=180 class=mw-file-element srcset data-file-width=982 data-file-height=709 sizes></a><figcaption>El <a href=https://es.wikipedia.org/wiki/King%27s_College_(Cambridge) title="King's College (Cambridge)">King's College</a> de <a href=https://es.wikipedia.org/wiki/Universidad_de_Cambridge title="Universidad de Cambridge">Cambridge</a>, donde estudió en 1931 y se convirtió en miembro en 1935. Su sala de informática lleva actualmente su nombre.</figcaption></figure>
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||
<p>Debido a su falta de voluntad para esforzarse con la misma intensidad en el estudio de los clásicos que en el de la ciencia y la matemática, Turing suspendió sus exámenes finales varias veces y tuvo que ingresar en la escuela universitaria que eligió en segundo lugar, <a href=https://es.wikipedia.org/wiki/King%27s_College,_Cambridge class=mw-redirect title="King's College, Cambridge">King's College</a>, <a href=https://es.wikipedia.org/wiki/Universidad_de_Cambridge title="Universidad de Cambridge">Universidad de Cambridge</a>, en vez de en la que era su primera elección, <a href=https://es.wikipedia.org/wiki/Trinity_College,_Cambridge class=mw-redirect title="Trinity College, Cambridge">Trinity</a>. Tras su graduación, se trasladó a la Universidad estadounidense de Princeton, donde trabajó con el lógico <a href=https://es.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a>. Recibió las enseñanzas de <a href=https://es.wikipedia.org/wiki/Godfrey_Harold_Hardy title="Godfrey Harold Hardy">Godfrey Harold Hardy</a>, un respetado matemático que ocupó la cátedra Sadleirian en Cambridge, y que posteriormente fue responsable de un centro de estudios e investigaciones matemáticas entre 1931 y 1934. En 1935 Turing fue nombrado profesor del King's College.
|
||
</p>
|
||
<div class="mw-heading mw-heading2"><h2 id=Solución_al_problema_de_decisión><span id=Soluci.C3.B3n_al_problema_de_decisi.C3.B3n></span>Solución al problema de decisión</h2></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Entscheidungsproblem title=Entscheidungsproblem> Entscheidungsproblem</a></i></div>
|
||
<p>El <i><a href=https://es.wikipedia.org/wiki/Entscheidungsproblem title=Entscheidungsproblem>Entscheidungsproblem</a></i>, que se traduce como «<a href=https://es.wikipedia.org/wiki/Problema_de_decisi%C3%B3n title="Problema de decisión">problema de decisión</a>», fue un reto en <a href=https://es.wikipedia.org/wiki/L%C3%B3gica_simb%C3%B3lica class=mw-redirect title="Lógica simbólica">lógica simbólica</a> para encontrar un algoritmo general que decidiera si una fórmula de <a href=https://es.wikipedia.org/wiki/C%C3%A1lculo_de_primer_orden class=mw-redirect title="Cálculo de primer orden">cálculo de primer orden</a> es un <a href=https://es.wikipedia.org/wiki/Teorema title=Teorema>teorema</a>. El problema fue planteado inicialmente por <a href=https://es.wikipedia.org/wiki/Gottfried_Leibniz title="Gottfried Leibniz">Leibniz</a> en el siglo <span style=font-variant:small-caps;text-transform:lowercase>XVII</span> luego de construir su máquina mecánica de cálculo. <a href=https://es.wikipedia.org/wiki/David_Hilbert title="David Hilbert">David Hilbert</a> formalizó el problema en el VII Congreso Internacional de Matemáticas (Bolonia, 1928), planteando la búsqueda de un procedimiento algorítimico válido para solucionar las posibles cuestiones matemáticas, a través de tres preguntas:
|
||
</p>
|
||
<ul><li>¿Son las matemáticas completas?</li>
|
||
<li>¿Son las matemáticas consistentes?</li>
|
||
<li>¿Son las matemáticas decidibles?</ul>
|
||
<p>Si bien Hilbert suponía que la respuesta a las preguntas era afirmativa, <a href=https://es.wikipedia.org/wiki/Kurt_G%C3%B6del title="Kurt Gödel">Kurt Gödel</a>, mediante los <a href=https://es.wikipedia.org/wiki/Teoremas_de_incompletitud_de_G%C3%B6del title="Teoremas de incompletitud de Gödel">teoremas de Incompletitud</a> demostró que las dos primeras preguntas no podrían serlo ya que, tal como afirma Gödel:
|
||
<p>«En cualquier formalización consistente de las matemáticas que sea lo bastante fuerte para definir el concepto de los números naturales, se puede construir una afirmación que ni se puede demostrar ni se puede refutar dentro de ese sistema», mientras que el primero afirma: «Ningún sistema consistente se puede usar para demostrarse a sí mismo».<sup id=cite_ref-decidibilidad_20-0 class="mw-references reference separada"><a href=#cite_note-decidibilidad-20><span class=cite-bracket>[</span>19<span class=cite-bracket>]</span></a></sup>
|
||
<p>Sin embargo, no podían resolver la última pregunta. La dificultad estaba en la ausencia de significado de lo que se entiende por un «procedimiento mecánico». En 1936, Alan Turing en su trabajo <i>Acerca de los números computables</i>, introduce el concepto de la <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a> y, junto a <a href=https://es.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a> demostraron ambos que es imposible escribir tal algoritmo. Como consecuencia, es también imposible decidir con un algoritmo general si ciertas frases concretas de la <a href=https://es.wikipedia.org/wiki/Aritm%C3%A9tica title=Aritmética>aritmética</a> son ciertas o falsas.
|
||
</p>
|
||
<div class="mw-heading mw-heading2"><h2 id=Tesis_Church-Turing>Tesis Church-Turing</h2></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Tesis_de_Church-Turing title="Tesis de Church-Turing"> Tesis de Church-Turing</a></i></div>
|
||
<p>La tesis de Church-Turing formula hipotéticamente la equivalencia entre los conceptos de <a href=https://es.wikipedia.org/wiki/Funci%C3%B3n_computable title="Función computable">función computable</a> y <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a>, que expresado en lenguaje corriente vendría a ser: «Todo <a href=https://es.wikipedia.org/wiki/Algoritmo title=Algoritmo>algoritmo</a> es equivalente a una máquina de Turing». No es en sí un teorema matemático: es una afirmación <a href=https://es.wikipedia.org/wiki/Independencia_(l%C3%B3gica_matem%C3%A1tica) title="Independencia (lógica matemática)">formalmente indemostrable</a>, una <a href=https://es.wikipedia.org/wiki/Hip%C3%B3tesis_(m%C3%A9todo_cient%C3%ADfico) title="Hipótesis (método científico)">hipótesis</a> que, no obstante, tiene una <a href=https://es.wikipedia.org/wiki/Consenso_cient%C3%ADfico title="Consenso científico">aceptación prácticamente universal</a>.
|
||
<p>La tesis Church-Turing postula que cualquier modelo computacional existente tiene las mismas capacidades algorítmicas, o un subconjunto, de las que tiene una máquina de Turing.
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Máquina_de_Turing><span id=M.C3.A1quina_de_Turing></span>Máquina de Turing</h3></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing"> Máquina de Turing</a></i></div>
|
||
<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_(1912-1954)_in_1936_at_Princeton_University_(b%26w).jpg class=mw-file-description><img 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" decoding=async width=250 height=333 class=mw-file-element srcset data-file-width=559 data-file-height=745 sizes></a><figcaption>Turing en 1936 en la <a href=https://es.wikipedia.org/wiki/Universidad_de_Princeton title="Universidad de Princeton">Universidad de Princeton</a> con 24 años.</figcaption></figure>
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<p>En su estudio <i>Los números computables, con una aplicación al <a href=https://es.wikipedia.org/wiki/Entscheidungsproblem title=Entscheidungsproblem>Entscheidungsproblem</a></i> (publicado el 28 de mayo de 1936), Turing reformuló los resultados obtenidos por <a href=https://es.wikipedia.org/wiki/Kurt_G%C3%B6del title="Kurt Gödel">Kurt Gödel</a> en 1931 sobre los límites de la demostrabilidad y la computación, sustituyendo al lenguaje formal universal descrito por Gödel por lo que hoy se conoce como <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a>, unos dispositivos formales y simples.<sup id=cite_ref-21 class="mw-references reference separada"><a href=#cite_note-21><span class=cite-bracket>[</span>20<span class=cite-bracket>]</span></a></sup>
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<p>Turing demostró que dicha máquina era capaz de resolver cualquier problema matemático que pudiera representarse mediante un algoritmo. Las máquinas de Turing siguen siendo el objeto central de estudio en la <a href=https://es.wikipedia.org/wiki/Teor%C3%ADa_de_la_computaci%C3%B3n title="Teoría de la computación">teoría de la computación</a>. Llegó a probar que no había ninguna solución para el problema de decisión, <i><a href=https://es.wikipedia.org/wiki/Entscheidungsproblem title=Entscheidungsproblem>Entscheidungsproblem</a></i>, demostrando primero que el <a href=https://es.wikipedia.org/wiki/Problema_de_la_parada title="Problema de la parada">problema de la parada</a> para las máquinas de Turing es irresoluble: no es posible decidir algorítmicamente si una máquina de Turing dada llegará a pararse o no. Aunque su demostración se publicó después de la demostración equivalente de <a href=https://es.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Alonzo Church</a> respecto a su <a href=https://es.wikipedia.org/wiki/C%C3%A1lculo_lambda title="Cálculo lambda">cálculo lambda</a>, el estudio de Turing es mucho más accesible e intuitivo.<sup id=cite_ref-22 class="mw-references reference separada"><a href=#cite_note-22><span class=cite-bracket>[</span>21<span class=cite-bracket>]</span></a></sup> También fue pionero con su concepto de «máquina universal (de Turing)», con la tesis de que dicha máquina podría realizar las mismas tareas que cualquier otro tipo de máquina. Su estudio también introduce el concepto de <a href="https://es.wikipedia.org/w/index.php?title=N%C3%BAmeros_definibles&action=edit&redlink=1" class=new title="Números definibles (aún no redactado)">números definibles</a>.<sup id=cite_ref-decidibilidad_20-1 class="mw-references reference separada"><a href=#cite_note-decidibilidad-20><span class=cite-bracket>[</span>19<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Máquinas_oracle><span id=M.C3.A1quinas_oracle></span>Máquinas oracle</h2></div>
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<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_oracle class=mw-redirect title="Máquina oracle"> Máquina oracle</a></i></div><p>La mayor parte de 1937 y 1938 la pasó en la <a href=https://es.wikipedia.org/wiki/Universidad_de_Princeton title="Universidad de Princeton">Universidad de Princeton</a>, estudiando bajo la dirección de Alonzo Church. Entre 1938 y 1939 volvió a Inglaterra y estudió filosofía de las matemáticas. En 1938 obtuvo el doctorado en Princeton; en su discurso introdujo el concepto de <a href=https://es.wikipedia.org/wiki/Hipercomputaci%C3%B3n title=Hipercomputación>hipercomputación</a>, en el que ampliaba las máquinas de Turing con las llamadas <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_oracle class=mw-redirect title="Máquina oracle">máquinas oracle</a>, las cuales permitían el estudio de los problemas para los que no existe una solución algorítmica.<sup id=cite_ref-23 class="mw-references reference separada"><a href=#cite_note-23><span class=cite-bracket>[</span>22<span class=cite-bracket>]</span></a></sup>
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<p>Tras su regreso a Cambridge en 1939, asistió a las conferencias de <a href=https://es.wikipedia.org/wiki/Ludwig_Wittgenstein title="Ludwig Wittgenstein">Ludwig Wittgenstein</a> sobre las <a href=https://es.wikipedia.org/wiki/Bases_de_las_matem%C3%A1ticas class=mw-redirect title="Bases de las matemáticas">bases de las matemáticas</a>. Ambos discutieron y mantuvieron un vehemente desencuentro, ya que Turing defendía el formalismo matemático y Wittgenstein criticaba que la matemática estaba sobrevalorada y no descubría ninguna verdad absoluta.<sup id=cite_ref-24 class="mw-references reference separada"><a href=#cite_note-24><span class=cite-bracket>[</span>23<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Análisis_criptográfico_(desciframiento_de_códigos)><span id=An.C3.A1lisis_criptogr.C3.A1fico_.28desciframiento_de_c.C3.B3digos.29></span>Análisis criptográfico (desciframiento de códigos)</h2></div>
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" decoding=async width=250 height=174 class=mw-file-element srcset data-file-width=531 data-file-height=369 sizes></a><figcaption>El <a href=https://es.wikipedia.org/wiki/Bombe title=Bombe>Bombe</a> replicaba la acción de varias máquinas <a href=https://es.wikipedia.org/wiki/Enigma_(m%C3%A1quina) title="Enigma (máquina)">Enigma</a>.</figcaption></figure>
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<p>Un día después de la declaración de guerra de Gran Bretaña, en septiembre de 1939, Turing fue llamado a <a href=https://es.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a>, donde se encontraba la <a href=https://es.wikipedia.org/wiki/Government_Communications_Headquarters class=mw-redirect title="Government Communications Headquarters">Escuela Gubernamental de Código y Cifrado</a> (GC&CS). Las nueve mil personas que trabajaban allí se dedicaron a intentar interpretar las comunicaciones alemanas cifradas en código morse.
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<p>El cifrado lo hacían a través de una máquina de sistema rotatorio llamada <a href=https://es.wikipedia.org/wiki/Enigma_(m%C3%A1quina) title="Enigma (máquina)">Enigma</a>, la cual había sido inventada en 1918 por <a href=https://es.wikipedia.org/wiki/Arthur_Scherbius title="Arthur Scherbius">Arthur Scherbius</a>. Era similar a una <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_escribir title="Máquina de escribir">máquina de escribir</a>, en la cual cada vez que una letra era pulsada, era sustituida por otra mediante el uso de tres rotores internos (las máquinas militares llegaron a usar cinco), cuyo resultado era más de diez mil billones de configuraciones distintas. Debido al carácter portátil de la máquina, los operadores podían estar ubicados en los puestos de mando, interior de los tanques, submarinos, en bombardeos, etcétera. Independientemente de su locación, los operadores llevaban las instrucciones de cómo debían colocarse los rotores, y las posiciones cambiaban cada pocos días.<sup id=cite_ref-25 class="mw-references reference separada"><a href=#cite_note-25><span class=cite-bracket>[</span>24<span class=cite-bracket>]</span></a></sup>
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<p>El equipo liderado por Turing, a través de ecuaciones y cálculos, encontró pautas en los mensajes con lo que pudieron detectar una pequeña parte de su funcionamiento. Sin embargo, todavía no podían descifrarlos. Fue entonces cuando Turing se preguntó: «¿Y si para luchar contra una máquina como Enigma hiciese falta otra máquina?».<sup id=cite_ref-26 class="mw-references reference separada"><a href=#cite_note-26><span class=cite-bracket>[</span>25<span class=cite-bracket>]</span></a></sup>
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<p>A raíz de esta pregunta, Turing pudo poner en práctica sus teorías: diseñó la máquina <a href=https://es.wikipedia.org/wiki/Bombe title=Bombe>Bombe</a>. Bombe buscaba la configuración de los rotores de la máquina alemana, implementando una cadena de deducciones lógicas para cada combinación posible. Gracias a las mejoras del matemático <a href=https://es.wikipedia.org/wiki/Gordon_Welchman title="Gordon Welchman">Gordon Welchman</a>, el 14 de marzo de 1940 el primer prototipo estaba terminado. Al cabo de un tiempo disponían con más de doscientas Bombes.<sup id=cite_ref-27 class="mw-references reference separada"><a href=#cite_note-27><span class=cite-bracket>[</span>26<span class=cite-bracket>]</span></a></sup>
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<p>Los trabajos de la GC&CS, dirigidos por Turing, fueron determinantes para acortar la guerra. Algunos historiadores afirman que su trabajo acortó dos años la duración de la guerra, salvando alrededor de catorce millones de vidas.<sup id=cite_ref-28 class="mw-references reference separada"><a href=#cite_note-28><span class=cite-bracket>[</span>27<span class=cite-bracket>]</span></a></sup> Al finalizar la guerra, las máquinas Bombe se desmantelaron y todo el trabajo permaneció en secreto hasta los años setenta. En 1974, el capitán <a href="https://es.wikipedia.org/w/index.php?title=W._F._Winterbotham&action=edit&redlink=1" class=new title="W. F. Winterbotham (aún no redactado)">W. F. Winterbotham</a> escribió el libro <i><a href="https://es.wikipedia.org/w/index.php?title=The_Ultra_Secret&action=edit&redlink=1" class=new title="The Ultra Secret (aún no redactado)">The Ultra Secret</a></i>.<sup id=cite_ref-29 class="mw-references reference separada"><a href=#cite_note-29><span class=cite-bracket>[</span>28<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Estudios_sobre_las_primeras_computadoras>Estudios sobre las primeras computadoras</h2></div>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Prueba_de_Turing.svg class=mw-file-description><img 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 decoding=async width=250 height=206 class=mw-file-element srcset data-file-width=634 data-file-height=522 sizes></a><figcaption>La <a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing">prueba de Turing</a> es una prueba que propuso Alan Turing buscando una manera de demostrar la existencia de <a href=https://es.wikipedia.org/wiki/Inteligencia title=Inteligencia>inteligencia</a> en una máquina.</figcaption></figure>
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<p>De 1945 a 1948 Turing vivió en <a href=https://es.wikipedia.org/wiki/Richmond_(Londres) title="Richmond (Londres)">Richmond</a>, Londres, donde trabajó en el <a href=https://es.wikipedia.org/wiki/Laboratorio_Nacional_de_F%C3%ADsica_(Reino_Unido) class=mw-redirect title="Laboratorio Nacional de Física (Reino Unido)">Laboratorio Nacional de Física</a> (NPL). En 1947 empezó a trabajar en el diseño del <a href="https://es.wikipedia.org/w/index.php?title=ACE_(Computador)&action=edit&redlink=1" class=new title="ACE (Computador) (aún no redactado)">ACE</a> (<i>Automatic Computer Engine</i> o Motor de Computación Automática). Paralelamente, existía un proyecto similar en <a href=https://es.wikipedia.org/wiki/Estados_Unidos title="Estados Unidos">Estados Unidos</a> llamado <a href=https://es.wikipedia.org/wiki/EDVAC title=EDVAC>EDVAC</a> de <a href=https://es.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">Von Neumann</a>. El ACE de Turing se diferenciaba en que incluía la implementación de funciones aritméticas en circuitos electrónicos. Su deseo era crear una máquina que pudiera ser configurada para hacer cálculos algebraicos, desencriptar códigos, manipular archivos y jugar al ajedrez. Aunque diseñar el ACE era factible, el secretismo que reinaba durante la guerra desembocó en retrasos para iniciar el proyecto por lo que Turing se sintió desilusionado.
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<p>Tiempo más tarde creó el <a href="https://es.wikipedia.org/w/index.php?title=Abbreviated_Code_Instruction&action=edit&redlink=1" class=new title="Abbreviated Code Instruction (aún no redactado)">Abbreviated Code Instruction</a>, que dio origen a los lenguajes de programación. En 1947 se tomó un año sabático en <a href=https://es.wikipedia.org/wiki/Universidad_de_Cambridge title="Universidad de Cambridge">Cambridge</a>, tiempo durante el cual escribió un trabajo pionero sobre la <a href=https://es.wikipedia.org/wiki/Inteligencia_artificial title="Inteligencia artificial">inteligencia artificial</a> que no fue publicado en vida. En 1948, con la ayuda de <a href=https://es.wikipedia.org/wiki/Frederic_Calland_Williams title="Frederic Calland Williams">Frederic Calland Williams</a>, se dio, por primera vez, la demostración del principio de la máquina de Turing.
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<p>Mientras se encontraba en Cambridge y a pesar de su ausencia, se siguió construyendo el prototipo piloto del ACE, que ejecutó su primer programa en mayo de 1950. Aunque la versión completa del ACE de Turing jamás fue construida, el diseño de otras computadoras en todo el mundo le debió mucho a su concepción.<sup id=cite_ref-30 class="mw-references reference separada"><a href=#cite_note-30><span class=cite-bracket>[</span>29<span class=cite-bracket>]</span></a></sup>
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<p>A mediados de 1948 fue nombrado director delegado del laboratorio de informática de la <a href=https://es.wikipedia.org/wiki/Universidad_de_M%C3%A1nchester title="Universidad de Mánchester">Universidad de Mánchester</a> y trabajó en el software de una de las primeras computadoras reales, la <a href=https://es.wikipedia.org/wiki/Manchester_Mark_I title="Manchester Mark I">Manchester Mark I</a>. Durante esta etapa también realizó estudios más abstractos y en su artículo de octubre de 1950 «<i><a href=https://es.wikipedia.org/wiki/Computing_machinery_and_intelligence title="Computing machinery and intelligence">Computing machinery and intelligence</a></i>» Turing trató el problema de la <a href=https://es.wikipedia.org/wiki/Inteligencia_artificial title="Inteligencia artificial">inteligencia artificial</a> y propuso un experimento que hoy se conoce como <a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing">prueba de Turing</a>, con la intención de definir una prueba estándar por la que una máquina podría catalogarse como «sensible» o «sintiente». En el documento, Turing sugirió que en lugar de construir un programa para simular la mente adulta, sería mejor producir uno más simple para simular la mente de un niño y luego someterlo a educación. Una forma invertida de la prueba de Turing se usa ampliamente en Internet: el test <a href=https://es.wikipedia.org/wiki/CAPTCHA class=mw-redirect title=CAPTCHA>CAPTCHA</a>, que está diseñado para determinar si un usuario es un humano y no un ordenador.
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Prueba_de_Turing>Prueba de Turing</h2></div>
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<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing"> Prueba de Turing</a></i></div><figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_cropped.jpg class=mw-file-description><img src=data:image/jpeg;base64,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 decoding=async width=250 height=289 class=mw-file-element srcset data-file-width=1756 data-file-height=2030 sizes></a><figcaption>Estatua del autor y su retrato de fondo.</figcaption></figure><p>La <b>prueba de Turing</b> es un método para determinar si una máquina puede pensar.<sup id=cite_ref-31 class="mw-references reference separada"><a href=#cite_note-31><span class=cite-bracket>[</span>30<span class=cite-bracket>]</span></a></sup>
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<p>Nace de un juego de imitación, en donde hay tres personas: un interrogador, un hombre y una mujer. El interrogador está separado de los otros dos, y solo puede comunicarse con ellos a través de un lenguaje que entiendan. El objetivo del interrogador es descubrir quién es la mujer, y quién es el hombre, mientras que el de los otros dos, es convencerlo de que son la mujer. En su ensayo de 1950, «<i><a href=https://es.wikipedia.org/wiki/Computing_machinery_and_intelligence title="Computing machinery and intelligence">Computing machinery and intelligence</a></i>», Turing sustituye a uno de los interrogados por una computadora y cambia los objetivos del juego: reconocer a la máquina.
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<p>«Una computadora puede ser llamada <i>inteligente</i> si logra engañar a una persona haciéndole creer que es un humano» - Alan Turing.<sup id=cite_ref-32 class="mw-references reference separada"><a href=#cite_note-32><span class=cite-bracket>[</span>31<span class=cite-bracket>]</span></a></sup>
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<p>La forma de hacer pasar la prueba a una máquina consiste básicamente en una persona hablando con una computadora en otra habitación mediante un sistema de chat. Si la persona es incapaz de determinar si habla con un humano o con un ordenador, entonces la computadora se considera inteligente.
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<p>En el año 2014, por primera vez, el chatbot de <a href=https://es.wikipedia.org/wiki/Eugene_Goostman title="Eugene Goostman">Eugene Gootsman</a> logró convencer a treinta jueces que estaban participando en la prueba de que estaban chateando con un niño ucraniano de trece años.<sup id=cite_ref-33 class="mw-references reference separada"><a href=#cite_note-33><span class=cite-bracket>[</span>32<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-34 class="mw-references reference separada"><a href=#cite_note-34><span class=cite-bracket>[</span>33<span class=cite-bracket>]</span></a></sup>
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</p>
|
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<div class="mw-heading mw-heading2"><h2 id=Primer_programa_de_ajedrez_por_computadora>Primer programa de ajedrez por computadora</h2></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Ajedrez_por_computadora title="Ajedrez por computadora"> Ajedrez por computadora</a></i></div>
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||
<p>Entre 1948 y 1950 en conjunto con un antiguo compañero, D. G. Champernowne, empezó a escribir un <a href=https://es.wikipedia.org/wiki/Ajedrez_por_computadora title="Ajedrez por computadora">programa de ajedrez</a> para un ordenador que aún no existía. En 1952 trató de implementarlo en el Ferranti Mark 1, pero por falta de potencia, el ordenador no fue capaz de ejecutar el programa. En su lugar Turing jugó una partida en la que reprodujo manualmente los cálculos que hubiera hecho el ordenador, costando alrededor de hora y media en efectuar un movimiento. Una de las partidas llegó a registrarse, y el programa perdió frente a un colega de Turing, Alick Glennie. Su test fue significativo, característicamente provocativo y una gran contribución para empezar el debate alrededor de la inteligencia artificial que aún hoy continúa.<sup id=cite_ref-35 class="mw-references reference separada"><a href=#cite_note-35><span class=cite-bracket>[</span>34<span class=cite-bracket>]</span></a></sup>
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||
</p>
|
||
<div class="mw-heading mw-heading2"><h2 id=Estudios_sobre_cibernética><span id=Estudios_sobre_cibern.C3.A9tica></span>Estudios sobre cibernética</h2></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Cibern%C3%A9tica title=Cibernética> Cibernética</a></i></div><p>Trabajó junto a <a href=https://es.wikipedia.org/wiki/Norbert_Wiener title="Norbert Wiener">Norbert Wiener</a> en el desarrollo de la <a href=https://es.wikipedia.org/wiki/Cibern%C3%A9tica title=Cibernética>cibernética</a>. Esta rama de estudios se genera a partir de la demanda de sistemas de control que exige el progresivo desarrollo de las técnicas de producción a partir del siglo <span style=font-variant:small-caps;text-transform:lowercase>XX</span>. La cibernética pretende establecer un sistema de comunicación entre el hombre y la máquina como premisa fundamental para administrar los sistemas de control. Sus estudios profundizaron en esta relación estableciendo el concepto de interfaz y cuestionando los límites de simulación del razonamiento humano.
|
||
<div class="mw-heading mw-heading2"><h2 id=Estudios_sobre_la_formación_de_patrones_y_la_biología_matemática><span id=Estudios_sobre_la_formaci.C3.B3n_de_patrones_y_la_biolog.C3.ADa_matem.C3.A1tica></span>Estudios sobre la formación de patrones y la biología matemática</h2></div>
|
||
<div class="noprint AP rellink"><span style=font-size:88%>Artículo principal:</span> <i><a href=https://es.wikipedia.org/wiki/Patrones_de_Turing class=mw-redirect title="Patrones de Turing"> Patrones de Turing</a></i></div>
|
||
<p>Turing trabajó desde 1952 hasta que falleció en 1954 en la <a href=https://es.wikipedia.org/wiki/Biolog%C3%ADa_matem%C3%A1tica class=mw-redirect title="Biología matemática">biología matemática</a>, concretamente en la <a href=https://es.wikipedia.org/wiki/Morfog%C3%A9nesis title=Morfogénesis>morfogénesis</a>. Publicó un trabajo sobre esta materia titulado «Fundamentos químicos de la morfogénesis» en 1952. Su principal interés era comprender la <a href=https://es.wikipedia.org/wiki/Filotaxis title=Filotaxis>filotaxis</a> de <a href=https://es.wikipedia.org/wiki/Fibonacci class=mw-redirect title=Fibonacci>Fibonacci</a>, es decir, la existencia de los <a href=https://es.wikipedia.org/wiki/N%C3%BAmero_de_Fibonacci class=mw-redirect title="Número de Fibonacci">números de Fibonacci</a> en las estructuras vegetales. Utilizó <a href=https://es.wikipedia.org/wiki/Sistemas_de_reacci%C3%B3n-difusi%C3%B3n title="Sistemas de reacción-difusión">ecuaciones de reacción-difusión</a> que actualmente son cruciales para entender la formación de <a href=https://es.wikipedia.org/wiki/Patr%C3%B3n_(estructura) title="Patrón (estructura)">patrones</a> en el campo de <a href=https://es.wikipedia.org/wiki/Biolog%C3%ADa_del_desarrollo title="Biología del desarrollo">biología del desarrollo</a> ontogenético (<a href=https://es.wikipedia.org/wiki/Embriolog%C3%ADa title=Embriología>embriología</a>). Sus trabajos posteriores no se publicaron hasta 1992 en el libro <i>Obras completas de A. M. Turing</i>.
|
||
<p>Las teorías de Turing han ido ganando la aceptación de biólogos experimentales, como uno de los mecanismos mediante los cuales células que son genéticamente idénticas pueden diferenciarse y dar origen a organismos complejos.<sup id=cite_ref-36 class="mw-references reference separada"><a href=#cite_note-36><span class=cite-bracket>[</span>35<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading2"><h2 id=Procesamiento_por_homosexualidad_y_muerte_de_Turing>Procesamiento por homosexualidad y muerte de Turing</h2></div>
|
||
<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Alan_Turing_Memorial_Closer.jpg class=mw-file-description><img 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" decoding=async width=250 height=333 class=mw-file-element srcset data-file-width=1200 data-file-height=1600 sizes></a><figcaption><a href=https://es.wikipedia.org/wiki/Monumento_a_Alan_Turing title="Monumento a Alan Turing">Monumento a Alan Turing</a> en Whitworth Gardens, <a href=https://es.wikipedia.org/wiki/M%C3%A1nchester title=Mánchester>Mánchester</a>, <a href=https://es.wikipedia.org/wiki/Reino_Unido title="Reino Unido">Reino Unido</a>.</figcaption></figure><p>La carrera profesional de Turing se vio truncada cuando lo procesaron por su <a href=https://es.wikipedia.org/wiki/Homosexualidad title=Homosexualidad>homosexualidad</a>. En 1952, Arnold Murray, un amante de Turing, ayudó a un cómplice a entrar en la casa de Turing para robarle. Turing acudió a la policía a denunciar el delito. Durante la investigación policial Turing reconoció su homosexualidad, con lo que se le imputaron los cargos de «indecencia grave y perversión sexual» (los actos de homosexualidad eran ilegales en el Reino Unido en esa época), los mismos que a <a href=https://es.wikipedia.org/wiki/Oscar_Wilde title="Oscar Wilde">Oscar Wilde</a> más de cincuenta años antes.
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<p>Convencido de que no tenía de qué disculparse, no se defendió de los cargos y fue condenado. Según su ampliamente difundido proceso judicial, se le dio la opción de ir a prisión o de someterse a <a href=https://es.wikipedia.org/wiki/Castraci%C3%B3n_qu%C3%ADmica title="Castración química">castración química</a> mediante un tratamiento <a href=https://es.wikipedia.org/wiki/Hormona title=Hormona>hormonal</a> de reducción de la <a href=https://es.wikipedia.org/wiki/Libido title=Libido>libido</a>. Finalmente escogió las inyecciones de <a href=https://es.wikipedia.org/wiki/Estr%C3%B3geno title=Estrógeno>estrógenos</a>, que duraron un año y le produjeron importantes alteraciones físicas, como la aparición de pechos o un apreciable aumento de peso, que lo condujeron a padecer de <a href=https://es.wikipedia.org/wiki/Disfunci%C3%B3n_er%C3%A9ctil title="Disfunción eréctil">disfunción eréctil</a>.
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<p><br>
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<p>
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En una carta de esta época a su amigo Norman Routledge, Turing escribió en forma de falso <a href=https://es.wikipedia.org/wiki/Silogismo title=Silogismo>silogismo</a> una reflexión, relacionando el rechazo social que provoca la homosexualidad con el desafío intelectual que supone demostrar la posibilidad de inteligencia en los ordenadores. En particular, le preocupaba que los ataques a su persona pudieran oscurecer sus razonamientos sobre la inteligencia artificial:<sup id=cite_ref-Leavitt2_37-0 class="mw-references reference separada"><a href=#cite_note-Leavitt2-37><span class=cite-bracket>[</span>36<span class=cite-bracket>]</span></a></sup><blockquote>
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<ul><li>Turing cree que las máquinas piensan</li>
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<li>Turing se acuesta con hombres</li>
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<li>Por lo tanto, las máquinas no piensan</ul>
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</blockquote><p>Dos años después del juicio, en 1954, falleció por <a href=https://es.wikipedia.org/wiki/Envenenamiento class=mw-redirect title=Envenenamiento>envenenamiento</a> con <a href=https://es.wikipedia.org/wiki/Cianuro title=Cianuro>cianuro</a>, aparentemente tras comerse una manzana envenenada que no llegó a ingerir completamente, en un contexto que se estimó oficialmente como <a href=https://es.wikipedia.org/wiki/Suicidio title=Suicidio>suicidio</a>.<sup id=cite_ref-38 class="mw-references reference separada"><a href=#cite_note-38><span class=cite-bracket>[</span>37<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-FOOTNOTEHodges1986488_39-0 class="mw-references reference separada"><a href=#cite_note-FOOTNOTEHodges1986488-39><span class=cite-bracket>[</span>38<span class=cite-bracket>]</span></a></sup> Varias personas pensaron que su muerte fue intencionada, aunque su madre negó la causa de su muerte, atribuyéndola a una ingestión accidental provocada por la falta de precauciones de Turing en el almacenamiento de sustancias químicas de laboratorio. Los últimos años de su vida fueron amargos y reservados. Esta muerte no esclarecida ha dado lugar a diversas hipótesis, incluida la del asesinato.<sup id=cite_ref-Leavitt2_37-1 class="mw-references reference separada"><a href=#cite_note-Leavitt2-37><span class=cite-bracket>[</span>36<span class=cite-bracket>]</span></a></sup> Para <a href=https://es.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Jack Copeland</a>, experto en la vida y obra del científico, las pruebas presentadas para el veredicto oficial de la muerte de Alan Turing no serían consideradas hoy día como suficientes: «siempre se llevaba una manzana que dejaba a medio comer antes de dormirse (...) Lo cierto es que es imposible estar seguros de lo que pasó. La idea de una muerte accidental es coherente con las pruebas que tenemos. Lo mejor hubiera sido un veredicto abierto porque la verdad es que probablemente nunca sepamos qué pasó».<sup id=cite_ref-40 class="mw-references reference separada"><a href=#cite_note-40><span class=cite-bracket>[</span>39<span class=cite-bracket>]</span></a></sup>
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<p>El 10 de septiembre de 2009, el primer ministro del <a href=https://es.wikipedia.org/wiki/Reino_Unido title="Reino Unido">Reino Unido</a>, <a href=https://es.wikipedia.org/wiki/Gordon_Brown title="Gordon Brown">Gordon Brown</a>, emitió un comunicado declarando sus disculpas en nombre de su gobierno por el trato que recibió Alan Turing durante sus últimos años de vida. Este comunicado fue consecuencia de una movilización pública solicitando al Gobierno que ofreciera disculpas oficialmente por la persecución contra Alan Turing.<sup id=cite_ref-41 class="mw-references reference separada"><a href=#cite_note-41><span class=cite-bracket>[</span>40<span class=cite-bracket>]</span></a></sup><sup id=cite_ref-42 class="mw-references reference separada"><a href=#cite_note-42><span class=cite-bracket>[</span>41<span class=cite-bracket>]</span></a></sup> Sin embargo, en 2012 el gobierno británico de <a href=https://es.wikipedia.org/wiki/David_Cameron title="David Cameron">David Cameron</a> denegó el indulto al científico,<sup id=cite_ref-43 class="mw-references reference separada"><a href=#cite_note-43><span class=cite-bracket>[</span>42<span class=cite-bracket>]</span></a></sup> aduciendo que la homosexualidad era considerada entonces un delito.<sup id=cite_ref-44 class="mw-references reference separada"><a href=#cite_note-44><span class=cite-bracket>[</span>43<span class=cite-bracket>]</span></a></sup> Finalmente, el 24 de diciembre de 2013 recibió el indulto de todo tipo de culpa, por orden de la reina <a href=https://es.wikipedia.org/wiki/Isabel_II_del_Reino_Unido title="Isabel II del Reino Unido">Isabel II</a>.<sup id=cite_ref-real2_7-1 class="mw-references reference separada"><a href=#cite_note-real2-7><span class=cite-bracket>[</span>7<span class=cite-bracket>]</span></a></sup>
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</p>
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<div class="mw-heading mw-heading2"><h2 id=Reconocimiento_póstumo><span id=Reconocimiento_p.C3.B3stumo></span>Reconocimiento póstumo</h2></div>
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" decoding=async width=250 height=230 class=mw-file-element srcset data-file-width=933 data-file-height=858 sizes></a><figcaption>Placa conmemorativa en la antigua casa de Turing.</figcaption></figure>
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<figure class=mw-default-size typeof=mw:File/Thumb><a href=https://commons.wikimedia.org/wiki/File:Turing_statue_Surrey.jpg class=mw-file-description><img 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" decoding=async width=250 height=376 class=mw-file-element srcset data-file-width=1993 data-file-height=3000 sizes></a><figcaption>Estatua de Turing en la Universidad de Surrey.</figcaption></figure>
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<p>El 23 de junio de 2001 se inauguró <a href=https://es.wikipedia.org/wiki/Monumento_a_Alan_Turing title="Monumento a Alan Turing">una estatua de Turing</a> en <a href=https://es.wikipedia.org/wiki/M%C3%A1nchester title=Mánchester>Mánchester</a>. Se encuentra en Sackville Park, entre el edificio de la <a href=https://es.wikipedia.org/wiki/Universidad_de_M%C3%A1nchester title="Universidad de Mánchester">Universidad de Mánchester</a> en la calle de Whitworth y la gay village de la calle del Canal. Coincidiendo con el 50.º aniversario de su muerte, se descubrió una placa conmemorativa en su antiguo domicilio, Hollymeade, en Wilmslow el 7 de junio de 2004.
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<p>La <a href=https://es.wikipedia.org/wiki/Association_for_Computing_Machinery title="Association for Computing Machinery">Association for Computing Machinery</a> otorga anualmente el <a href=https://es.wikipedia.org/wiki/Premio_Turing title="Premio Turing">Premio Turing</a> a personas destacadas por sus contribuciones técnicas al mundo de la informática. Este premio está ampliamente considerado como el equivalente del <a href=https://es.wikipedia.org/wiki/Premios_Nobel class=mw-redirect title="Premios Nobel">Premio Nobel</a> en el mundo de la computación.
|
||
<p>El <a href=https://es.wikipedia.org/wiki/Instituto_Alan_Turing title="Instituto Alan Turing">Instituto Alan Turing</a> fue inaugurado por el UMIST (Instituto de Ciencia y Tecnología de la Universidad de Mánchester) y la Universidad de Mánchester en el verano de 2004.
|
||
<p>El 5 de junio de 2004 se celebró un acontecimiento conmemorativo de la vida y la obra de Turing en la Universidad de Mánchester, organizado por el British Logic Colloquium y la British Society for the History of Mathematics.
|
||
<p>El 28 de octubre de 2004 se descubrió una estatua de bronce de Alan Turing esculpida por <a href="https://es.wikipedia.org/w/index.php?title=John_W._Mills&action=edit&redlink=1" class=new title="John W. Mills (aún no redactado)">John W. Mills</a> en la Universidad de Surrey. La estatua conmemora el 50.º aniversario de la muerte de Turing. Representa a Turing transportando sus libros a través del campus.<sup id=cite_ref-45 class="mw-references reference separada"><a href=#cite_note-45><span class=cite-bracket>[</span>44<span class=cite-bracket>]</span></a></sup>
|
||
<p>El 23 de junio de 2012, día en el que se conmemoró el centenario del nacimiento de Turing, <a href=https://es.wikipedia.org/wiki/Google title=Google>Google</a> presentó entre sus habituales <a href=https://es.wikipedia.org/wiki/Doodle class=mw-redirect title=Doodle>doodles</a> una pequeña <a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing title="Máquina de Turing">máquina de Turing</a> capaz de comparar dos <a href=https://es.wikipedia.org/wiki/Cadena_de_caracteres title="Cadena de caracteres">cadenas de caracteres</a> <a href=https://es.wikipedia.org/wiki/C%C3%B3digo_binario title="Código binario">binarios</a>.
|
||
<p>Una <a href=https://es.wikipedia.org/wiki/Leyenda_urbana title="Leyenda urbana">leyenda urbana</a> asegura que el logo de Apple Computers (mordisco de la manzana) rinde homenaje a Turing y su suicidio comiendo una manzana envenenada con <a href=https://es.wikipedia.org/wiki/Cianuro title=Cianuro>cianuro</a>. Incluso, el arco iris en el logo sería un homenaje a la homosexualidad de Turing. Sin embargo, estas suposiciones fueron desmentidas por Rob Janoff, creador del logo de Apple y de hecho, los colores ni siquiera se muestran en el mismo orden que en la bandera arco iris, dado que esta fue diseñada dos años más tarde de la creación de dicha imagen.<sup id=cite_ref-46 class="mw-references reference separada"><a href=#cite_note-46><span class=cite-bracket>[</span>45<span class=cite-bracket>]</span></a></sup>
|
||
</p>
|
||
<div class="mw-heading mw-heading3"><h3 id=Turing_en_el_cine>Turing en el cine</h3></div>
|
||
<ul><li>En el telefilme británico dirigido por <a href=https://es.wikipedia.org/wiki/Alex_Garland title="Alex Garland">Alex Garland</a>, <i><a href=https://es.wikipedia.org/wiki/Ex_Machina_(pel%C3%ADcula) title="Ex Machina (película)">Ex Machina</a></i> (2015) se trata de hacer pasar la <a href=https://es.wikipedia.org/wiki/Prueba_de_Turing title="Prueba de Turing">prueba de Turing</a> a una <a href=https://es.wikipedia.org/wiki/Androide title=Androide>androide</a> con <a href=https://es.wikipedia.org/wiki/Inteligencia_artificial title="Inteligencia artificial">inteligencia artificial</a>.<sup id=cite_ref-47 class="mw-references reference separada"><a href=#cite_note-47><span class=cite-bracket>[</span>46<span class=cite-bracket>]</span></a></sup></li>
|
||
<li>El telefilme británico <i><a href=https://es.wikipedia.org/wiki/Breaking_the_Code class=mw-redirect title="Breaking the Code">Breaking the Code</a></i> (1996), en el que <a href=https://es.wikipedia.org/wiki/Derek_Jacobi title="Derek Jacobi">Derek Jacobi</a> aparece en el papel de Alan Turing, es una adaptación de la obra de teatro homónima de <a href="https://es.wikipedia.org/w/index.php?title=Hugh_Whitemore&action=edit&redlink=1" class=new title="Hugh Whitemore (aún no redactado)">Hugh Whitemore</a>, que se estrenó en 1986.<sup id=cite_ref-48 class="mw-references reference separada"><a href=#cite_note-48><span class=cite-bracket>[</span>47<span class=cite-bracket>]</span></a></sup></li>
|
||
<li><i><a href=https://es.wikipedia.org/wiki/The_Imitation_Game title="The Imitation Game">The Imitation Game</a></i> (2014, dirigida por <a href=https://es.wikipedia.org/wiki/Morten_Tyldum title="Morten Tyldum">Morten Tyldum</a>, con <a href=https://es.wikipedia.org/wiki/Benedict_Cumberbatch title="Benedict Cumberbatch">Benedict Cumberbatch</a> y <a href=https://es.wikipedia.org/wiki/Keira_Knightley title="Keira Knightley">Keira Knightley</a>) cuenta la vida del matemático Alan Turing y su decisiva influencia en el desarrollo de la <a href=https://es.wikipedia.org/wiki/Segunda_Guerra_Mundial title="Segunda Guerra Mundial">Segunda Guerra Mundial</a>. En ella, se explica cómo se descifraron los códigos secretos de la compleja máquina <i><a href=https://es.wikipedia.org/wiki/Enigma_(m%C3%A1quina) title="Enigma (máquina)">Enigma</a></i> que utilizaban los <a href=https://es.wikipedia.org/wiki/Nazi class=mw-redirect title=Nazi>nazis</a> para el intercambio de mensajes.</li>
|
||
<li><i><a href=https://es.wikipedia.org/wiki/Bletchley_Park title="Bletchley Park">Bletchley Park</a></i>, serie en <a href=https://es.wikipedia.org/wiki/Netflix title=Netflix>Netflix</a> acerca de los trabajos británicos para descifrar los códigos alemanes durante la <a href=https://es.wikipedia.org/wiki/Segunda_Guerra_Mundial title="Segunda Guerra Mundial">Segunda Guerra Mundial</a>.</ul>
|
||
<div class="mw-heading mw-heading3"><h3 id=Turing_en_la_Web_y_otros_medios>Turing en la Web y otros medios</h3></div>
|
||
<ul><li>En la segunda temporada del programa de telerrealidad <a href=https://es.wikipedia.org/wiki/RuPaul%27s_Drag_Race_UK title="RuPaul's Drag Race UK">RuPaul's Drag Race UK</a>, la drag queen Tia Kofi le rindió tributo dentro del runway «UK Gay Icons».<sup id=cite_ref-49 class="mw-references reference separada"><a href=#cite_note-49><span class=cite-bracket>[</span>48<span class=cite-bracket>]</span></a></sup></ul>
|
||
<div class="mw-heading mw-heading3"><h3 id=Turing_en_la_literatura>Turing en la literatura</h3></div>
|
||
<ul><li>Turing es uno de los personajes de la sección de la Segunda Guerra Mundial del <i><a href=https://es.wikipedia.org/wiki/Criptonomic%C3%B3n title=Criptonomicón>Criptonomicón</a>,</i> de <a href=https://es.wikipedia.org/wiki/Neal_Stephenson title="Neal Stephenson">Neal Stephenson</a>.</li>
|
||
<li>La obra de teatro <i><a href=https://es.wikipedia.org/wiki/Breaking_the_Code class=mw-redirect title="Breaking the Code">Breaking the Code</a>,</i> de Hugh Whitemore, trata sobre la vida y la muerte de Turing.</li>
|
||
<li>En la novela de John L. Casti titulada <i>El quinteto de Cambridge</i> (1998), perteneciente al género de ficción científica, uno de los personajes centrales es Alan Turing.</li>
|
||
<li>El cuento de ciencia ficción <i>Oracle</i> (2000), de <a href=https://es.wikipedia.org/wiki/Greg_Egan title="Greg Egan">Greg Egan</a>, es protagonizado por un <i>alter ego</i> de Turing en una línea temporal paralela y con un nombre distinto.</li>
|
||
<li>En la novela de ciencia ficción <i>2001,</i> de <a href=https://es.wikipedia.org/wiki/Arthur_C._Clarke title="Arthur C. Clarke">Arthur C. Clarke</a>, se hacen constantes referencias a Turing y a su test de máquinas en el caso de HAL.</li>
|
||
<li>En la novela de Edmundo Paz Soldán titulada <i>El delirio de Turing</i> (2003), uno de los personajes se inspira en Turing y a otro le ponen de sobrenombre el mismo.</li>
|
||
<li>En la novela de ciencia ficción <i><a href=https://es.wikipedia.org/wiki/Neuromante title=Neuromante>Neuromante</a>,</i> de <a href=https://es.wikipedia.org/wiki/William_Gibson title="William Gibson">William Gibson</a>, se menciona a <i>La Policía Turing</i>, que vigila la aparición de inteligencias artificiales en el ciberespacio.</li>
|
||
<li>En la novela <i>La tienda de los suicidas</i>, de <a href="https://es.wikipedia.org/w/index.php?title=Jean_Teul%C3%A9&action=edit&redlink=1" class=new title="Jean Teulé (aún no redactado)">Jean Teulé</a>, uno de los hijos de la familia Tuvache lleva el nombre de Alan por Alan Turing.</li>
|
||
<li>En la novela gráfica <i>Enigma: La extraña vida de Alan Turing</i> podemos encontrar una biografía de Alan Turing escrita por Francesca Riccioni e ilustrada por <a class="external text" href=https://en.wikipedia.org/wiki/Tuono_Pettinato>Tuono Pettinato</a> traducida al castellano por Víctor Balcells Matas para <a href=https://es.wikipedia.org/wiki/Norma_Editorial title="Norma Editorial">NORMA Editorial</a> (2015).</li>
|
||
<li>En la novela <i>El enigma Turing</i> de David Lagercrantz (Áncora & Delfín, 2018), se reconstruye la investigación policial que Scotland Yard llevó a cabo cuando Turing fue encontrado muerto en su casa de Wilmslow, Inglaterra.</li>
|
||
<li>En la novela <i>Máquinas como yo</i> de <a href=https://es.wikipedia.org/wiki/Ian_McEwan title="Ian McEwan">Ian McEwan</a> aparece en un mundo con ligeros cambios al real, en el que Turing no muere tan pronto.</li>
|
||
<li>En la novela <i>La utopía de Turing</i> o <i>La opción de Turing</i> de <a href=https://es.wikipedia.org/wiki/Harry_Harrison title="Harry Harrison">Harry Harrison</a> y <a href=https://es.wikipedia.org/wiki/Marvin_Minsky title="Marvin Minsky">Marvin Minsky</a> (1992), se relata como una inteligencia artificial es integrada con un ser humano.</li>
|
||
<li>Turing es mencionado varias como criptógrafo en la novela Enigma de <a href=https://es.wikipedia.org/wiki/Robert_Harris title="Robert Harris">Robert Harris</a>.</ul>
|
||
<div class="mw-heading mw-heading3"><h3 id=Turing_en_la_música><span id=Turing_en_la_m.C3.BAsica></span>Turing en la música</h3></div>
|
||
<ul><li>El 23 de julio de 2014, el dúo británico Pet Shop Boys estrenó «A man from the future», inspirada en la vida y obra de Alan Turing. Se trata de una pieza de música electrónica con orquesta, coro y narrador. La pieza, con una duración de 45 minutos, se presentó en el Royal Albert Hall.</li>
|
||
<li>En el 2004 nació en Barcelona el colectivo audiovisual de electrónica <a rel=nofollow class="external text" href=https://soundcloud.com/maquinadeturing>La Màquina de Turing</a> en alusión al trabajo de Turing, publicaron en 2010 un EP llamado Antídot bajo licencia GNU GPL.<sup id=cite_ref-50 class="mw-references reference separada"><a href=#cite_note-50><span class=cite-bracket>[</span>49<span class=cite-bracket>]</span></a></sup></li>
|
||
<li>El dúo musical <a href=https://es.wikipedia.org/wiki/Matmos title=Matmos>Matmos</a> publicó en 2006 un <a href=https://es.wikipedia.org/wiki/EP class=mw-redirect title=EP>EP</a> de tres canciones llamado <i>For Alan Turing</i>.<sup id=cite_ref-51 class="mw-references reference separada"><a href=#cite_note-51><span class=cite-bracket>[</span>50<span class=cite-bracket>]</span></a></sup> En uno de sus temas, una de las máquinas Enigma originales es sampleada.</li>
|
||
<li>El grupo <a href=https://es.wikipedia.org/wiki/Hidrogenesse title=Hidrogenesse>Hidrogenesse</a> publicó en 2012 su disco <i><a href=https://es.wikipedia.org/wiki/Un_d%C3%ADgito_binario_dudoso._Recital_para_Alan_Turing title="Un dígito binario dudoso. Recital para Alan Turing">Un dígito binario dudoso. Recital para Alan Turing</a></i>, que también está dedicado al matemático.</li>
|
||
<li>La banda madrileña Nostalghia publicó a finales de enero de 2019 el álbum <i>Sociedad Turing</i> en alusión al británico.</ul>
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||
<div class="mw-heading mw-heading2"><h2 id=Véase_también><span id=V.C3.A9ase_tambi.C3.A9n></span>Véase también</h2></div>
|
||
<ul><li><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_or%C3%A1culo title="Máquina oráculo">Máquina oráculo</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_universal_de_Turing class=mw-redirect title="Máquina universal de Turing">Máquina universal de Turing</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing_alternante title="Máquina de Turing alternante">Máquina de Turing alternante</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/M%C3%A1quina_de_Turing_probabil%C3%ADstica title="Máquina de Turing probabilística">Máquina de Turing probabilística</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/Turing_completo title="Turing completo">Turing completo</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/N%C3%BAmero_computable title="Número computable">Número computable</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/Colossus title=Colossus>Colossus</a></li>
|
||
<li><a href=https://es.wikipedia.org/wiki/John_von_Neumann title="John von Neumann">John von Neumann</a></ul>
|
||
<div class="mw-heading mw-heading2"><h2 id=Notas>Notas</h2></div>
|
||
<div class=listaref style=list-style-type:decimal><ol class=references data-mw-group=n.>
|
||
<li id=cite_note-11><span class=mw-cite-backlink><a href=#cite_ref-11 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text>Así lo registra una placa azul en el exterior de la casa, inaugurada el 23 de junio de 2012, en el centenario del nacimiento de Turing.</span>
|
||
</li>
|
||
</ol></div>
|
||
<div class="mw-heading mw-heading2"><h2 id=Referencias>Referencias</h2></div>
|
||
<div class=listaref style=-moz-column-count:3;-webkit-column-count:3;column-count:3;list-style-type:decimal><ol class=references>
|
||
<li id=cite_note-1><span class=mw-cite-backlink><a href=#cite_ref-1 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFAaron_Brown20_de_enero_de_2015 class="citation web">Aaron Brown (20 de enero de 2015). <a rel=nofollow class="external text" href=http://www.express.co.uk/news/uk/553128/Alan-Turing-Notebook-crack-the-Enigma-Code-auction-1-million>«Notebook used by Alan Turing to crack the Enigma Code to sell at auction for $1million»</a> <span style=color:var(--color-subtle,#555)>(en inglés)</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Aaron+Brown&rft.aulast=Aaron+Brown&rft.btitle=Notebook+used+by+Alan+Turing+to+crack+the+Enigma+Code+to+sell+at+auction+for+%241million&rft.date=20+de+enero+de+2015&rft.genre=book&rft_id=http%3A%2F%2Fwww.express.co.uk%2Fnews%2Fuk%2F553128%2FAlan-Turing-Notebook-crack-the-Enigma-Code-auction-1-million&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-2><span class=mw-cite-backlink><a href=#cite_ref-2 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/timelines/z8bgr82>«Alan Turing: Creator of modern computing»</a>. <i>bbc.co.uk</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span><span class=reference-accessdate>. Consultado el 17 de febrero de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+Creator+of+modern+computing&rft.genre=article&rft.jtitle=bbc.co.uk&rft_id=http%3A%2F%2Fwww.bbc.co.uk%2Ftimelines%2Fz8bgr82&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-3><span class=mw-cite-backlink><a href=#cite_ref-3 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.theguardian.com/film/2014/nov/20/the-imitation-game-invents-new-slander-to-insult-alan-turing-reel-history>«The Imitation Game: inventing a new slander to insult Alan Turing»</a>. <i>The Guardian</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. 20 de noviembre de 2014<span class=reference-accessdate>. Consultado el 17 de febrero de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=The+Imitation+Game%3A+inventing+a+new+slander+to+insult+Alan+Turing&rft.date=2014-11-20&rft.genre=article&rft.jtitle=The+Guardian&rft_id=https%3A%2F%2Fwww.theguardian.com%2Ffilm%2F2014%2Fnov%2F20%2Fthe-imitation-game-invents-new-slander-to-insult-alan-turing-reel-history&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-4><span class=mw-cite-backlink><a href=#cite_ref-4 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFAndrew_Gregory2016-02-16 class="citation web">Andrew Gregory (16 de febrero de 2016). <a rel=nofollow class="external text" href=http://www.mirror.co.uk/news/uk-news/british-maths-genius-alan-turing-7377680>«British maths genius Alan Turing was beaten to the Enigma code by Poland by 10 years»</a> <span style=color:var(--color-subtle,#555)>(en inglés)</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Andrew+Gregory&rft.aulast=Andrew+Gregory&rft.btitle=British+maths+genius+Alan+Turing+was+beaten+to+the+Enigma+code+by+Poland+by+10+years&rft.date=2016-02-16&rft.genre=book&rft_id=http%3A%2F%2Fwww.mirror.co.uk%2Fnews%2Fuk-news%2Fbritish-maths-genius-alan-turing-7377680&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-5><span class=mw-cite-backlink><a href=#cite_ref-5 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20160226180736/http://www.sciencemuseum.org.uk/visitmuseum/plan_your_visit/exhibitions/turing>«Codebreaker»</a>. <i>Science Museum</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. Archivado desde <a rel=nofollow class="external text" href=http://www.sciencemuseum.org.uk/visitmuseum/plan_your_visit/exhibitions/turing>el original</a> el 26 de febrero de 2016.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Codebreaker&rft.genre=article&rft.jtitle=Science+Museum&rft_id=http%3A%2F%2Fwww.sciencemuseum.org.uk%2Fvisitmuseum%2Fplan_your_visit%2Fexhibitions%2Fturing&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-6><span class=mw-cite-backlink><a href=#cite_ref-6 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFCopeland class="citation noticia">Copeland, Jack. <a rel=nofollow class="external text" href=https://www.bbc.com/news/technology-18419691>«Alan Turing: el descifrador de códigos que salvó millones de vidas»</a>. BBC News Technology<span class=reference-accessdate>. Consultado el 26 de abril de 2016</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland%2C+Jack&rft.aufirst=Jack&rft.aulast=Copeland&rft.btitle=Alan+Turing%3A+el+descifrador+de+c%C3%B3digos+que+salv%C3%B3+millones+de+vidas&rft.genre=book&rft_id=http%3A%2F%2Fwww.bbc.com%2Fnews%2Ftechnology-18419691&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
|
||
</li>
|
||
<li id=cite_note-real2-7><span class=mw-cite-backlink>↑ <a href=#cite_ref-real2_7-0><span class=cite-accessibility-label>Saltar a: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-real2_7-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><a rel=nofollow class="external text" href=http://internacional.elpais.com/internacional/2013/12/24/actualidad/1387873660_129481.html>«Turing, condenado por gay, recibe el perdón real 60 años después de su muerte.»</a> <i><a href=https://es.wikipedia.org/wiki/El_Pa%C3%ADs title="El País">El País</a></i>. Consultado el 31 de diciembre de 2013.</span>
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||
</li>
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<li id=cite_note-8><span class=mw-cite-backlink><a href=#cite_ref-8 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.bankofengland.co.uk/banknotes/polymer-50-pound-note>«The new £50 note»</a>. <i>bankofengland.co.uk</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span><span class=reference-accessdate>. Consultado el 6 de junio de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=The+new+%C2%A350+note&rft.genre=article&rft.jtitle=bankofengland.co.uk&rft_id=https%3A%2F%2Fwww.bankofengland.co.uk%2Fbanknotes%2Fpolymer-50-pound-note&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-9><span class=mw-cite-backlink><a href=#cite_ref-9 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.bbc.co.uk/mediacentre/latestnews/2019/icons-winner-alan-turing>«Alan Turing is voted the nation’s icon of the 20th century in BBC Two's Icons finale»</a>. <i>bbc.co.uk</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. 5 de febrero de 2019<span class=reference-accessdate>. Consultado el 6 de junio de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing+is+voted+the+nation%E2%80%99s+icon+of+the+20th+century+in+BBC+Two%27s+Icons+finale&rft.date=5+de+febrero+de+2019&rft.genre=article&rft.jtitle=bbc.co.uk&rft_id=https%3A%2F%2Fwww.bbc.co.uk%2Fmediacentre%2Flatestnews%2F2019%2Ficons-winner-alan-turing&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-10><span class=mw-cite-backlink><a href=#cite_ref-10 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=journal></cite><span class="citation publicación"><a rel=nofollow class="external text" href=https://doi.org/10.1093/ww/9780199540884.013.U243891>«Turing, Alan Mathison, (23 June 1912–7 June 1954), Reader in Mathematics, Manchester University, since 1948»</a>. <i>Who Was Who</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span> (Oxford University Press). <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1093%2Fww%2F9780199540884.013.u243891>10.1093/ww/9780199540884.013.u243891</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Turing%2C+Alan+Mathison%2C+%2823+June+1912%E2%80%937+June+1954%29%2C+Reader+in+Mathematics%2C+Manchester+University%2C+since+1948&rft.genre=article&rft.jtitle=Who+Was+Who&rft.pub=Oxford+University+Press&rft_id=https%3A%2F%2Fdoi.org%2F10.1093%2Fww%2F9780199540884.013.U243891&rft_id=info%3Adoi%2F10.1093%2Fww%2F9780199540884.013.u243891&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-12><span class=mw-cite-backlink><a href=#cite_ref-12 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=journal></cite><span class="citation publicación"><a rel=nofollow class="external text" href=http://oldshirburnian.org.uk/wp-content/uploads/2016/04/TURING-Alan-Mathison.pdf>«ALAN TURING ARCHIVE SHERBORNE SCHOOL (ARCHON CODE: GB1949)»</a>. <i>Sherborne School, Dorset</i>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=ALAN+TURING+ARCHIVE+SHERBORNE+SCHOOL+%28ARCHON+CODE%3A+GB1949%29&rft.genre=article&rft.jtitle=Sherborne+School%2C+Dorset.&rft_id=http%3A%2F%2Foldshirburnian.org.uk%2Fwp-content%2Fuploads%2F2016%2F04%2FTURING-Alan-Mathison.pdf&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-13><span class=mw-cite-backlink><a href=#cite_ref-13 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=book></cite><span id=CITAREF1945-1985 class="citation libro">1945-, Hofstadter, Douglas R., (1985). <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/11475807><i>Metamagical themas : questing for the essence of mind and pattern</i></a>. Basic Books. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0465045405 title=Especial:FuentesDeLibros/0465045405>0465045405</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/11475807>11475807</a></small><span class=reference-accessdate>. Consultado el 24 de septiembre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=1945-%2C+Hofstadter%2C+Douglas+R.%2C&rft.aufirst=Hofstadter%2C+Douglas+R.%2C&rft.aulast=1945-&rft.btitle=Metamagical+themas+%3A+questing+for+the+essence+of+mind+and+pattern&rft.date=1985&rft.genre=book&rft.isbn=0465045405&rft.pub=Basic+Books&rft_id=https%3A%2F%2Fwww.worldcat.org%2Foclc%2F11475807&rft_id=info%3Aoclcnum%2F11475807&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-14><span class=mw-cite-backlink><a href=#cite_ref-14 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=https://www.xlsemanal.com/conocer/20120212/conocer-historia-nacimiento-turing-1609.html>«Alan Turing: el fantasma que inventó la informática»</a>. <i>XLSemanal</i>. 12 de febrero de 2012<span class=reference-accessdate>. Consultado el 28 de septiembre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+el+fantasma+que+invent%C3%B3+la+inform%C3%A1tica&rft.date=12+de+febrero+de+2012&rft.genre=article&rft.jtitle=XLSemanal&rft_id=https%3A%2F%2Fwww.xlsemanal.com%2Fconocer%2F20120212%2Fconocer-historia-nacimiento-turing-1609.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-15><span class=mw-cite-backlink><a href=#cite_ref-15 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.findagrave.com/memorial/140865246/christopher-collan-morcom>«Christopher Collan Morcom»</a>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Christopher+Collan+Morcom&rft.genre=book&rft_id=https%3A%2F%2Fwww.findagrave.com%2Fmemorial%2F140865246%2Fchristopher-collan-morcom&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-16><span class=mw-cite-backlink><a href=#cite_ref-16 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.turing.org.uk/scrapbook/spirit.html>«The Alan Turing Internet Scrapbook»</a>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=The+Alan+Turing+Internet+Scrapbook&rft.genre=book&rft_id=https%3A%2F%2Fwww.turing.org.uk%2Fscrapbook%2Fspirit.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-:0-17><span class=mw-cite-backlink>↑ <a href=#cite_ref-:0_17-0><span class=cite-accessibility-label>Saltar a: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-:0_17-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.genbeta.com/actualidad/alan-turing-el-hombre-que-supo-que-las-maquinas-pensaban-por-si-mismas>«Alan Turing y los procesos mentales de Christopher Morcom»</a>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Alan+Turing+y+los+procesos+mentales+de+Christopher+Morcom&rft.genre=book&rft_id=https%3A%2F%2Fwww.genbeta.com%2Factualidad%2Falan-turing-el-hombre-que-supo-que-las-maquinas-pensaban-por-si-mismas&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-FOOTNOTETeuscher2004-18><span class=mw-cite-backlink><a href=#cite_ref-FOOTNOTETeuscher2004_18-0 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><a href=#CITAREFTeuscher2004>Teuscher, 2004</a>.</span>
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</li>
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<li id=cite_note-19><span class=mw-cite-backlink><a href=#cite_ref-19 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFPaul_Gray1999-03-29 class="citation web">Paul Gray (29 de marzo de 1999). <a rel=nofollow class="external text" href=https://web.archive.org/web/20071016225903/http://www.time.com/time/magazine/article/0,9171,990624,00.html>«Computer Scientist»</a>. <i><span></span></i>Time<i> Magazine's Most Important People of the Century, p. 2</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. Archivado desde <a rel=nofollow class="external text" href=http://www.time.com/time/magazine/article/0,9171,990624,00.html>el original</a> el 16 de octubre de 2007.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Computer+Scientist&rft.au=Paul+Gray&rft.aulast=Paul+Gray&rft.date=1999-03-29&rft.genre=article&rft.jtitle=%27%27Time%27%27+Magazine%27s+Most+Important+People+of+the+Century%2C+p.+2&rft_id=http%3A%2F%2Fwww.time.com%2Ftime%2Fmagazine%2Farticle%2F0%2C9171%2C990624%2C00.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-decidibilidad-20><span class=mw-cite-backlink>↑ <a href=#cite_ref-decidibilidad_20-0><span class=cite-accessibility-label>Saltar a: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-decidibilidad_20-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=https://web.archive.org/web/20181003061753/https://www.hablandodeciencia.com/articulos/2012/03/01/el-problema-de-la-decidibilidad-alan-m-turing-iii/>«El problema de la decidibilidad. Alan M. Turing III | Hablando de Ciencia»</a>. <i>Hablando de Ciencia</i>. 30 de noviembre de 1. Archivado desde <a rel=nofollow class="external text" href=https://www.hablandodeciencia.com/articulos/2012/03/01/el-problema-de-la-decidibilidad-alan-m-turing-iii/>el original</a> el 3 de octubre de 2018<span class=reference-accessdate>. Consultado el 1 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=El+problema+de+la+decidibilidad.+Alan+M.+Turing+III+%7C+Hablando+de+Ciencia&rft.date=30+de+noviembre+de+0001&rft.genre=article&rft.jtitle=Hablando+de+Ciencia&rft_id=https%3A%2F%2Fwww.hablandodeciencia.com%2Farticulos%2F2012%2F03%2F01%2Fel-problema-de-la-decidibilidad-alan-m-turing-iii%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-21><span class=mw-cite-backlink><a href=#cite_ref-21 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://cnnespanol.cnn.com/video/retro-un-dia-como-hoy-numeros-computables-alan-turing-28-mayo-guillermo-arduino-encuentro-cnne/>«Retro: un día como hoy Alan Turing publicaba “Sobre los números computables”»</a> <span style=color:var(--color-subtle,#555)>(video)</span>. <i>CNN</i>. 28 de mayo de 2020.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Retro%3A+un+d%C3%ADa+como+hoy+Alan+Turing+publicaba+%E2%80%9CSobre+los+n%C3%BAmeros+computables%E2%80%9D&rft.date=28+de+mayo+de+2020&rft.genre=article&rft.jtitle=CNN&rft_id=https%3A%2F%2Fcnnespanol.cnn.com%2Fvideo%2Fretro-un-dia-como-hoy-numeros-computables-alan-turing-28-mayo-guillermo-arduino-encuentro-cnne%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-22><span class=mw-cite-backlink><a href=#cite_ref-22 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=http://www.todociencia.com.ar/nace-alan-turing-uno-de-los-padres-de-la-computacion-y-la-criptografia/>«Nace Alan Turing, uno de los padres de la computación y la criptografía. | Todo Ciencia»</a>. <i>www.todociencia.com.ar</i><span class=reference-accessdate>. Consultado el 1 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Nace+Alan+Turing%2C+uno+de+los+padres+de+la+computaci%C3%B3n+y+la+criptograf%C3%ADa.+%7C+Todo+Ciencia&rft.genre=article&rft.jtitle=www.todociencia.com.ar&rft_id=http%3A%2F%2Fwww.todociencia.com.ar%2Fnace-alan-turing-uno-de-los-padres-de-la-computacion-y-la-criptografia%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-23><span class=mw-cite-backlink><a href=#cite_ref-23 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20160627050433/https://www.propiedadintelectual.gob.ec/alan-turing-precursor-de-la-informatica-y-la-inteligencia-artificial/>«Alan Turing, precursor de la informática y la inteligencia artificial»</a>. Archivado desde <a rel=nofollow class="external text" href=https://www.propiedadintelectual.gob.ec/alan-turing-precursor-de-la-informatica-y-la-inteligencia-artificial/>el original</a> el 27 de junio de 2016.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Alan+Turing%2C+precursor+de+la+inform%C3%A1tica+y+la+inteligencia+artificial&rft.genre=book&rft_id=https%3A%2F%2Fwww.propiedadintelectual.gob.ec%2Falan-turing-precursor-de-la-informatica-y-la-inteligencia-artificial%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-24><span class=mw-cite-backlink><a href=#cite_ref-24 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=book></cite><span class="citation libro"><i>Alan Turing: El pionero de la era de la información</i>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Alan+Turing%3A+El+pionero+de+la+era+de+la+informaci%C3%B3n&rft.genre=book&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-25><span class=mw-cite-backlink><a href=#cite_ref-25 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=https://www.abc.es/cultura/libros/20131201/abci-enigma-enigma-201311301555.html>«El enigma de «Enigma»: cuando las matemáticas ganaron la guerra»</a>. <i>ABC</i><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=El+enigma+de+%C2%ABEnigma%C2%BB%3A+cuando+las+matem%C3%A1ticas+ganaron+la+guerra&rft.genre=article&rft.jtitle=ABC&rft_id=https%3A%2F%2Fwww.abc.es%2Fcultura%2Flibros%2F20131201%2Fabci-enigma-enigma-201311301555.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-26><span class=mw-cite-backlink><a href=#cite_ref-26 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFNoragueda6_de_agosto_de_2015 class="citation noticia">Noragueda, César (6 de agosto de 2015). <a rel=nofollow class="external text" href=https://hipertextual.com/2015/08/matematicas-alan-turing-hitler>«Las matemáticas de Alan Turing acabaron con Hitler»</a>. <i>Hipertextual</i><span class=reference-accessdate>. Consultado el 1 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Las+matem%C3%A1ticas+de+Alan+Turing+acabaron+con+Hitler&rft.au=Noragueda%2C+C%C3%A9sar&rft.aufirst=C%C3%A9sar&rft.aulast=Noragueda&rft.date=6+de+agosto+de+2015&rft.genre=article&rft.jtitle=Hipertextual&rft_id=https%3A%2F%2Fhipertextual.com%2F2015%2F08%2Fmatematicas-alan-turing-hitler&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-27><span class=mw-cite-backlink><a href=#cite_ref-27 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=https://culturizando.com/la-historia-del-genio-logro-descifrar-codigo-enigma/>«La historia del genio que logró descifrar el Código Enigma»</a>. <i>culturizando.com | Alimenta tu Mente</i>. 4 de mayo de 2017<span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=La+historia+del+genio+que+logr%C3%B3+descifrar+el+C%C3%B3digo+Enigma&rft.date=4+de+mayo+de+2017&rft.genre=article&rft.jtitle=culturizando.com+%7C+Alimenta+tu+Mente&rft_id=https%3A%2F%2Fculturizando.com%2Fla-historia-del-genio-logro-descifrar-codigo-enigma%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-28><span class=mw-cite-backlink><a href=#cite_ref-28 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFCopeland18_de_junio_de_2012 class="citation noticia">Copeland, Jack (Prof.) (18 de junio de 2012). <a rel=nofollow class="external text" href=https://www.bbc.com/news/technology-18419691>«Alan Turing: The codebreaker who saved 'millions of lives<span style=padding-right:0.2em>'</span>»</a>. <i>BBC News Technology</i> <span style=color:var(--color-subtle,#555)>(en en-EN)</span> (Reino Unido)<span class=reference-accessdate>. Consultado el 1 de enro de 2019</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+The+codebreaker+who+saved+%27millions+of+lives%27&rft.au=Copeland%2C+Jack+%28Prof.%29&rft.aufirst=Jack+%28Prof.%29&rft.aulast=Copeland&rft.date=18+de+junio+de+2012&rft.genre=article&rft.jtitle=BBC+News+Technology&rft.place=Reino+Unido&rft_id=https%3A%2F%2Fwww.bbc.com%2Fnews%2Ftechnology-18419691&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-29><span class=mw-cite-backlink><a href=#cite_ref-29 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFvarios class="citation noticia">varios, EDICIONES EL PAIS, S.L.,Año Turing,. <a rel=nofollow class="external text" href=http://blogs.elpais.com/turing/2013/06/alan-turing-el-descifrado-de-la-maquina-enigma.html>«Alan Turing: El descifrado de la máquina Enigma»</a>. <i>El Año de Turing</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+El+descifrado+de+la+m%C3%A1quina+Enigma&rft.au=varios%2C+EDICIONES+EL+PAIS%2C+S.L.%2CA%C3%B1o+Turing%2C&rft.aufirst=EDICIONES+EL+PAIS%2C+S.L.%2CA%C3%B1o+Turing%2C&rft.aulast=varios&rft.genre=article&rft.jtitle=El+A%C3%B1o+de+Turing&rft_id=http%3A%2F%2Fblogs.elpais.com%2Fturing%2F2013%2F06%2Falan-turing-el-descifrado-de-la-maquina-enigma.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-30><span class=mw-cite-backlink><a href=#cite_ref-30 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><a rel=nofollow class="external autonumber" href=https://histinf.blogs.upv.es/2010/11/01/breve-biografia-de-alan-turing/>[1]</a></span>
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</li>
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<li id=cite_note-31><span class=mw-cite-backlink><a href=#cite_ref-31 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://concepto.de/prueba-de-turing/>«Prueba de Turing»</a>. <i>concepto.de</i>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Prueba+de+Turing&rft.genre=article&rft.jtitle=concepto.de&rft_id=https%3A%2F%2Fconcepto.de%2Fprueba-de-turing%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-32><span class=mw-cite-backlink><a href=#cite_ref-32 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://nmas1.org/blog/2017/06/08/Turing-heroe>«Alan Turing: el héroe de la II Guerra Mundial condenado por homosexualidad»</a>. <i>nmas1.org</i><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+el+h%C3%A9roe+de+la+II+Guerra+Mundial+condenado+por+homosexualidad&rft.genre=article&rft.jtitle=nmas1.org&rft_id=https%3A%2F%2Fnmas1.org%2Fblog%2F2017%2F06%2F08%2FTuring-heroe&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-33><span class=mw-cite-backlink><a href=#cite_ref-33 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=http://www.elmundo.es/ciencia/2014/06/09/539589ee268e3e096c8b4584.html>«Un ordenador logra superar por primera vez el test de Turing»</a>. <i>El Mundo</i><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Un+ordenador+logra+superar+por+primera+vez+el+test+de+Turing&rft.genre=article&rft.jtitle=El+Mundo&rft_id=http%3A%2F%2Fwww.elmundo.es%2Fciencia%2F2014%2F06%2F09%2F539589ee268e3e096c8b4584.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-34><span class=mw-cite-backlink><a href=#cite_ref-34 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span class="citation noticia"><a rel=nofollow class="external text" href=https://www.vix.com/es/btg/curiosidades/6126/que-mide-realmente-el-test-de-turing>«¿Qué mide realmente el test de Turing?»</a>. <i>VIX</i><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=%C2%BFQu%C3%A9+mide+realmente+el+test+de+Turing%3F&rft.genre=article&rft.jtitle=VIX&rft_id=https%3A%2F%2Fwww.vix.com%2Fes%2Fbtg%2Fcuriosidades%2F6126%2Fque-mide-realmente-el-test-de-turing&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-35><span class=mw-cite-backlink><a href=#cite_ref-35 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFvarios class="citation noticia">varios, EDICIONES EL PAIS, S.L.,Año Turing,. <a rel=nofollow class="external text" href=http://blogs.elpais.com/turing/2012/07/turing-y-el-ajedrez.html>«Turing y el ajedrez»</a>. <i>El Año de Turing</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span><span class=reference-accessdate>. Consultado el 2 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Turing+y+el+ajedrez&rft.au=varios%2C+EDICIONES+EL+PAIS%2C+S.L.%2CA%C3%B1o+Turing%2C&rft.aufirst=EDICIONES+EL+PAIS%2C+S.L.%2CA%C3%B1o+Turing%2C&rft.aulast=varios&rft.genre=article&rft.jtitle=El+A%C3%B1o+de+Turing&rft_id=http%3A%2F%2Fblogs.elpais.com%2Fturing%2F2012%2F07%2Fturing-y-el-ajedrez.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-36><span class=mw-cite-backlink><a href=#cite_ref-36 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=http://www.abc.es/ciencia/20140311/abci-validan-teoria-turing-anos-201403101617.html>«Validan una teoría de Alan Turing 60 años después de su muerte»</a>. <i>ABC</i>. 16 de marzo de 2014.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Validan+una+teor%C3%ADa+de+Alan+Turing+60+a%C3%B1os+despu%C3%A9s+de+su+muerte&rft.date=16+de+marzo+de+2014&rft.genre=article&rft.jtitle=ABC&rft_id=http%3A%2F%2Fwww.abc.es%2Fciencia%2F20140311%2Fabci-validan-teoria-turing-anos-201403101617.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-Leavitt2-37><span class=mw-cite-backlink>↑ <a href=#cite_ref-Leavitt2_37-0><span class=cite-accessibility-label>Saltar a: </span><sup><i><b>a</b></i></sup></a> <a href=#cite_ref-Leavitt2_37-1><sup><i><b>b</b></i></sup></a></span> <span class=reference-text><cite class=book></cite><span id=CITAREFLeavitt2006 class="citation libro"><a href=https://es.wikipedia.org/wiki/David_Leavitt title="David Leavitt">Leavitt, David</a> (2006). <a rel=nofollow class="external text" href=https://archive.org/details/manwhoknewtoomuc00leav><i>The man who knew too much: Alan Turing and the invention of the computer</i></a>. Nueva York: W. W. Norton. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-393-05236-2 title=Especial:FuentesDeLibros/0-393-05236-2>0-393-05236-2</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Leavitt%2C+David&rft.aufirst=David&rft.aulast=Leavitt&rft.btitle=The+man+who+knew+too+much%3A+Alan+Turing+and+the+invention+of+the+computer&rft.date=2006&rft.genre=book&rft.isbn=0-393-05236-2&rft.pub=Nueva+York%3A+W.+W.+Norton&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fmanwhoknewtoomuc00leav&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-38><span class=mw-cite-backlink><a href=#cite_ref-38 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFJusto25_de_junio_de_2012 class="citation noticia">Justo, Marcelo (25 de junio de 2012). <a rel=nofollow class="external text" href=http://www.abc.es/20120623/ciencia/abci-suicidio-turing-201206231650.html>«Un experto cuestiona el suicidio del matemático Alan Turing»</a>. <i>ABC</i><span class=reference-accessdate>. Consultado el 15 de noviembre de 2012</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Un+experto+cuestiona+el+suicidio+del+matem%C3%A1tico+Alan+Turing&rft.au=Justo%2C+Marcelo&rft.aufirst=Marcelo&rft.aulast=Justo&rft.date=25+de+junio+de+2012&rft.genre=article&rft.jtitle=ABC&rft_id=http%3A%2F%2Fwww.abc.es%2F20120623%2Fciencia%2Fabci-suicidio-turing-201206231650.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-FOOTNOTEHodges1986488-39><span class=mw-cite-backlink><a href=#cite_ref-FOOTNOTEHodges1986488_39-0 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><a href=#CITAREFHodges1986>Hodges, 1986</a>, p. 488.</span>
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</li>
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<li id=cite_note-40><span class=mw-cite-backlink><a href=#cite_ref-40 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://www.abc.es/ciencia/abci-suicidio-turing-201206230000_noticia.html>«Un experto cuestiona el suicidio del matemático Alan Turing»</a>. <i>abc</i>. 23 de junio de 2012<span class=reference-accessdate>. Consultado el 28 de julio de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Un+experto+cuestiona+el+suicidio+del+matem%C3%A1tico+Alan+Turing&rft.date=2012-06-23&rft.genre=article&rft.jtitle=abc&rft_id=https%3A%2F%2Fwww.abc.es%2Fciencia%2Fabci-suicidio-turing-201206230000_noticia.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-41><span class=mw-cite-backlink><a href=#cite_ref-41 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=http://www.elpais.com/articulo/sociedad/disculpa/matematico/cazo/nazis/elpepusoc/20090831elpepusoc_4/Tes>«Una disculpa para el matemático que cazó a los nazis.»</a>. <i>El País</i>. 31 de agosto de 2009<span class=reference-accessdate>. Consultado el 31 de agosto de 2009</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Una+disculpa+para+el+matem%C3%A1tico+que+caz%C3%B3+a+los+nazis.&rft.date=31+de+agosto+de+2009&rft.genre=article&rft.jtitle=El+Pa%C3%ADs&rft_id=http%3A%2F%2Fwww.elpais.com%2Farticulo%2Fsociedad%2Fdisculpa%2Fmatematico%2Fcazo%2Fnazis%2Felpepusoc%2F20090831elpepusoc_4%2FTes&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-42><span class=mw-cite-backlink><a href=#cite_ref-42 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFBBC_News11_de_septiembre_de_2009 class="citation web">BBC News (11 de septiembre de 2009). <a rel=nofollow class="external text" href=http://news.bbc.co.uk/2/hi/technology/8249792.stm>«PM apology after Turing petition»</a> <span style=color:var(--color-subtle,#555)>(en inglés)</span><span class=reference-accessdate>. Consultado el 7 de febrero de 2012</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=BBC+News&rft.aulast=BBC+News&rft.btitle=PM+apology+after+Turing+petition&rft.date=11+de+septiembre+de+2009&rft.genre=book&rft_id=http%3A%2F%2Fnews.bbc.co.uk%2F2%2Fhi%2Ftechnology%2F8249792.stm&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-43><span class=mw-cite-backlink><a href=#cite_ref-43 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text>(en inglés) <a rel=nofollow class="external text" href=https://www.bbc.co.uk/news/technology-16919012>«Government rejects pardon request for Alan Turing.»</a> <a href=https://es.wikipedia.org/wiki/BBC title=BBC>BBC</a>. Consultado el 31 de diciembre de 2013.</span>
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</li>
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<li id=cite_note-44><span class=mw-cite-backlink><a href=#cite_ref-44 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFPúblico.es7_de_febrero_de_2012 class="citation web">Público.es (7 de febrero de 2012). <a rel=nofollow class="external text" href=https://web.archive.org/web/20120210030903/http://www.publico.es/ciencias/420687/alan-turing-no-tiene-perdon>«Reino Unido niega el indulto póstumo al padre de la inteligencia artificial, condenado por sodomía en 1952»</a>. Archivado desde <a rel=nofollow class="external text" href=http://www.publico.es/ciencias/420687/alan-turing-no-tiene-perdon>el original</a> el 10 de febrero de 2012<span class=reference-accessdate>. Consultado el 7 de febrero de 2012</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=P%C3%BAblico.es&rft.aulast=P%C3%BAblico.es&rft.btitle=Reino+Unido+niega+el+indulto+p%C3%B3stumo+al+padre+de+la+inteligencia+artificial%2C+condenado+por+sodom%C3%ADa+en+1952&rft.date=7+de+febrero+de+2012&rft.genre=book&rft_id=http%3A%2F%2Fwww.publico.es%2Fciencias%2F420687%2Falan-turing-no-tiene-perdon&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-45><span class=mw-cite-backlink><a href=#cite_ref-45 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span id=CITAREFThe_University_of_Surrey,_Guildford,_Surrey24_de_octubre_de_2004 class="citation web">The University of Surrey, Guildford, Surrey (24 de octubre de 2004). <a rel=nofollow class="external text" href="https://web.archive.org/web/20071023193441/http://portal.surrey.ac.uk/portal/page?_pageid=799%2C277813&_dad=portal&_schema=PORTAL">«The Earl of Wessex unveils statue of Alan Turing»</a> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. Archivado desde <a rel=nofollow class="external text" href=http://portal.surrey.ac.uk/press/oct2004/281004a/>el original</a> el 23 de octubre de 2007<span class=reference-accessdate>. Consultado el 11 de septiembre de 2009</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=The+University+of+Surrey%2C+Guildford%2C+Surrey&rft.aulast=The+University+of+Surrey%2C+Guildford%2C+Surrey&rft.btitle=The+Earl+of+Wessex+unveils+statue+of+Alan+Turing&rft.date=24+de+octubre+de+2004&rft.genre=book&rft_id=http%3A%2F%2Fportal.surrey.ac.uk%2Fpress%2Foct2004%2F281004a%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-46><span class=mw-cite-backlink><a href=#cite_ref-46 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20090804065738/http://creativebits.org/interview/interview_rob_janoff_designer_apple_logo>«Interview with Rob Janoff, designer of the Apple logo | creativebits™»</a>. <i>creativebits.org</i>. Archivado desde <a rel=nofollow class="external text" href=http://creativebits.org/interview/interview_rob_janoff_designer_apple_logo>el original</a> el 4 de agosto de 2009<span class=reference-accessdate>. Consultado el 15 de agosto de 2017</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Interview+with+Rob+Janoff%2C+designer+of+the+Apple+logo+%7C+creativebits%E2%84%A2&rft.genre=article&rft.jtitle=creativebits.org&rft_id=http%3A%2F%2Fcreativebits.org%2Finterview%2Finterview_rob_janoff_designer_apple_logo&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-47><span class=mw-cite-backlink><a href=#cite_ref-47 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><span class=citation><a rel=nofollow class="external text" href=https://www.imdb.com/title/tt0470752/><i>Ex Machina</i></a><span class=reference-accessdate>, consultado el 15 de junio de 2019</span></span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Ex+Machina&rft.genre=book&rft_id=http%3A%2F%2Fwww.imdb.com%2Ftitle%2Ftt0470752%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span>.</span>
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</li>
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<li id=cite_note-48><span class=mw-cite-backlink><a href=#cite_ref-48 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><a rel=nofollow class="external text" href=https://www.bbc.com/news/technology-18472563>«Alan Turing: a multitude of lifes in fiction.» - BBC (en inglés).</a></span>
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</li>
|
||
<li id=cite_note-49><span class=mw-cite-backlink><a href=#cite_ref-49 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://metro.co.uk/2021/01/14/rupauls-drag-race-uk-season-2-queens-ranked-after-episode-one-13853904/>«RuPaul’s Drag Race UK: Season 2 queens ranked from top to bottom after episode one»</a>. <i>metro.co.uk</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. 2021-0114<span class=reference-accessdate>. Consultado el 17 de febrero de 2022</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=RuPaul%E2%80%99s+Drag+Race+UK%3A+Season+2+queens+ranked+from+top+to+bottom+after+episode+one&rft.date=2021-0114&rft.genre=article&rft.jtitle=metro.co.uk&rft_id=https%3A%2F%2Fmetro.co.uk%2F2021%2F01%2F14%2Frupauls-drag-race-uk-season-2-queens-ranked-after-episode-one-13853904%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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<li id=cite_note-50><span class=mw-cite-backlink><a href=#cite_ref-50 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><cite class=news></cite><span id=CITAREFReventós2010-03-25 class="citation noticia">Reventós, Laia (25 de marzo de 2010). <a rel=nofollow class="external text" href=https://elpais.com/diario/2010/03/25/ciberpais/1269487468_850215.html>«Màquina de Turing lanza su primer CD virgen de música electrónica»</a>. <i>El País</i>. <small><a href=https://es.wikipedia.org/wiki/ISSN class=mw-redirect title=ISSN>ISSN</a> <a rel=nofollow class="external text" href=https://portal.issn.org/resource/issn/1134-6582>1134-6582</a></small><span class=reference-accessdate>. Consultado el 5 de diciembre de 2020</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=M%C3%A0quina+de+Turing+lanza+su+primer+CD+virgen+de+m%C3%BAsica+electr%C3%B3nica&rft.au=Revent%C3%B3s%2C+Laia&rft.aufirst=Laia&rft.aulast=Revent%C3%B3s&rft.date=2010-03-25&rft.genre=article&rft.issn=1134-6582&rft.jtitle=El+Pa%C3%ADs&rft_id=https%3A%2F%2Felpais.com%2Fdiario%2F2010%2F03%2F25%2Fciberpais%2F1269487468_850215.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></span>
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</li>
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||
<li id=cite_note-51><span class=mw-cite-backlink><a href=#cite_ref-51 aria-label="Volver arriba" title="Volver arriba">↑</a></span> <span class=reference-text><a rel=nofollow class="external text" href="http://vague-terrain.com/?release=for-alan-turing">Matmos release <i>For Alan Turing</i></a></span>
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||
</li>
|
||
</ol></div>
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<div class="mw-heading mw-heading2"><h2 id=Bibliografía><span id=Bibliograf.C3.ADa></span>Bibliografía</h2></div>
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<style data-mw-deduplicate=TemplateStyles:r167859017 class=sf-hidden>.mw-parser-output .refbegin{font-size:90%;margin-bottom:0.5em}.mw-parser-output .refbegin-columns{margin-top:0.3em}.mw-parser-output .refbegin-columns ul{margin-top:0}.mw-parser-output .refbegin-columns li{page-break-inside:avoid;break-inside:avoid-column}</style><div class="refbegin refbegin-columns references-column-count references-column-count-2" style=column-count:2>
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<ul><li><cite class=book></cite><span id=CITAREFCopeland2004 class="citation libro"><a href=https://es.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, Jack B.</a> (2004). <i>The Essential Turing</i>. USA: <a href=https://es.wikipedia.org/wiki/Oxford_University_Press title="Oxford University Press">Oxford University Press</a>. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-19-825080-0 title=Especial:FuentesDeLibros/0-19-825080-0>0-19-825080-0</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland%2C+Jack+B.&rft.aufirst=Jack+B.&rft.aulast=Copeland&rft.btitle=The+Essential+Turing&rft.date=2004&rft.genre=book&rft.isbn=0-19-825080-0&rft.place=USA&rft.pub=Oxford+University+Press&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCopeland2013 class="citation libro">— (2013). <i>Alan Turing. El pionero de la era de la información</i>. España: Turner. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-84-15832-12-6 title=Especial:FuentesDeLibros/978-84-15832-12-6>978-84-15832-12-6</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland%2C+Jack+B.&rft.aufirst=Jack+B.&rft.aulast=Copeland&rft.btitle=Alan+Turing.+El+pionero+de+la+era+de+la+informaci%C3%B3n&rft.date=2013&rft.genre=book&rft.isbn=978-84-15832-12-6&rft.place=Espa%C3%B1a&rft.pub=Turner&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFHodges1986 class="citation libro">Hodges, Andrew (1986). <i>The Enigma of Intelligence</i>. UK: Unwin Paperbacks. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-04-510060-8 title=Especial:FuentesDeLibros/0-04-510060-8>0-04-510060-8</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Hodges%2C+Andrew&rft.aufirst=Andrew&rft.aulast=Hodges&rft.btitle=The+Enigma+of+Intelligence&rft.date=1986&rft.genre=book&rft.isbn=0-04-510060-8&rft.place=UK&rft.pub=Unwin+Paperbacks&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFLahoz-Beltra2009 class="citation libro">Lahoz-Beltra, Rafael (2009). <i>Turing. Del primer ordenador a la inteligencia artificial</i>. España: Nivola.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Lahoz-Beltra%2C+Rafael&rft.aufirst=Rafael&rft.aulast=Lahoz-Beltra&rft.btitle=Turing.+Del+primer+ordenador+a+la+inteligencia+artificial&rft.date=2009&rft.genre=book&rft.place=Espa%C3%B1a&rft.pub=Nivola&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFSevensterGandy1992,_2001 class="citation libro">Sevenster, Arjen; Gandy, R.O., eds. (1992, 2001). <i>Collected Works of A.M. Turing</i>. en cuatro volúmenes: <i>Pure Mathematics</i>, <i>Mathematical Logic</i>, <i>Mechanical intelligence</i>, <i>Morphogenesis</i>. Elsevier.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Collected+Works+of+A.M.+Turing&rft.date=1992%2C+2001&rft.genre=book&rft.pub=Elsevier&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFTeuscher2004 class="citation libro">Teuscher, Christof, ed. (2004). <i>Alan Turing: Life and Legacy of a Great Thinker</i> <span style=color:var(--color-subtle,#555)>(en inglés)</span>. <a href=https://es.wikipedia.org/wiki/Springer_Science%2BBusiness_Media title="Springer Science+Business Media">Springer-Verlag</a>. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/3-540-20020-7 title=Especial:FuentesDeLibros/3-540-20020-7>3-540-20020-7</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/53434737+62339998>53434737 62339998</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Alan+Turing%3A+Life+and+Legacy+of+a+Great+Thinker&rft.date=2004&rft.genre=book&rft.isbn=3-540-20020-7&rft.pub=Springer-Verlag&rft_id=info%3Aoclcnum%2F53434737+62339998&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFAgar2001 class="citation libro">Agar, Jon (2001). <a rel=nofollow class="external text" href=https://archive.org/details/turinguniversalm0000agar><i>Turing and the Universal Machine</i></a>. Duxford: Icon. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-1-84046-250-0 title=Especial:FuentesDeLibros/978-1-84046-250-0>978-1-84046-250-0</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Agar%2C+Jon&rft.aufirst=Jon&rft.aulast=Agar&rft.btitle=Turing+and+the+Universal+Machine&rft.date=2001&rft.genre=book&rft.isbn=978-1-84046-250-0&rft.place=Duxford&rft.pub=Icon&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fturinguniversalm0000agar&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFAgar2003 class="citation libro">Agar, Jon (2003). <a rel=nofollow class="external text" href=https://archive.org/details/governmentmachin0000agar><i>The government machine: a revolutionary history of the computer</i></a>. Cambridge, Massachusetts: <a href=https://es.wikipedia.org/wiki/MIT_Press title="MIT Press">MIT Press</a>. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-0-262-01202-7 title=Especial:FuentesDeLibros/978-0-262-01202-7>978-0-262-01202-7</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Agar%2C+Jon&rft.aufirst=Jon&rft.aulast=Agar&rft.btitle=The+government+machine%3A+a+revolutionary+history+of+the+computer&rft.date=2003&rft.genre=book&rft.isbn=978-0-262-01202-7&rft.place=Cambridge%2C+Massachusetts&rft.pub=MIT+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fgovernmentmachin0000agar&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=journal></cite><span id=CITAREFAlexandercirca_1945 class="citation publicación"><a href=https://es.wikipedia.org/wiki/Conel_Hugh_O%27Donel_Alexander title="Conel Hugh O'Donel Alexander">Alexander, C. Hugh O'D.</a> (c. 1945). <a rel=nofollow class="external text" href=http://www.ellsbury.com/gne/gne-000.htm><i>Cryptographic History of Work on the German Naval Enigma</i></a>. The National Archives, Kew, Reference HW 25/1.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Alexander%2C+C.+Hugh+O%27D.&rft.aufirst=C.+Hugh+O%27D.&rft.aulast=Alexander&rft.btitle=Cryptographic+History+of+Work+on+the+German+Naval+Enigma&rft.date=c.+1945&rft.genre=book&rft.pub=The+National+Archives%2C+Kew%2C+Reference+HW+25%2F1&rft_id=http%3A%2F%2Fwww.ellsbury.com%2Fgne%2Fgne-000.htm&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFBeavers2013 class="citation libro">Beavers, Anthony (2013). <a rel=nofollow class="external text" href="https://books.google.com/?id=C9WQbm4ovFoC&pg=PA481&dq=alan+turing+father+of+computer+science#v=onepage&q&f=false">«Alan Turing: Mathematical Mechanist»</a>. En Cooper, S. Barry; van Leeuwen, Jan, eds. <i>Alan Turing: His Work and Impact</i>. Waltham: Elsevier. pp. 481-485. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-0-12-386980-7 title=Especial:FuentesDeLibros/978-0-12-386980-7>978-0-12-386980-7</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Alan+Turing%3A+His+Work+and+Impact&rft.au=Beavers%2C+Anthony&rft.aufirst=Anthony&rft.aulast=Beavers&rft.btitle=Alan+Turing%3A+Mathematical+Mechanist&rft.date=2013&rft.genre=bookitem&rft.isbn=978-0-12-386980-7&rft.pages=481-485&rft.place=Waltham&rft.pub=Elsevier&rft_id=https%3A%2F%2Fbooks.google.com%2F%3Fid%3DC9WQbm4ovFoC%26pg%3DPA481%26dq%3Dalan%2Bturing%2Bfather%2Bof%2Bcomputer%2Bscience%23v%3Donepage%26q%26f%3Dfalse&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFBeniger1986 class="citation libro">Beniger, James (1986). <i><a href="https://es.wikipedia.org/w/index.php?title=The_control_revolution:_technological_and_economic_origins_of_the_information_society&action=edit&redlink=1" class=new title="The control revolution: technological and economic origins of the information society (aún no redactado)">The control revolution: technological and economic origins of the information society</a></i>. Cambridge, Massachusetts: <a href=https://es.wikipedia.org/wiki/Harvard_University_Press title="Harvard University Press">Harvard University Press</a>. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-674-16986-7 title=Especial:FuentesDeLibros/0-674-16986-7>0-674-16986-7</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Beniger%2C+James&rft.aufirst=James&rft.aulast=Beniger&rft.btitle=The+control+revolution%3A+technological+and+economic+origins+of+the+information+society&rft.date=1986&rft.genre=book&rft.isbn=0-674-16986-7&rft.place=Cambridge%2C+Massachusetts&rft.pub=Harvard+University+Press&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFBabbage1864 class="citation libro"><a href=https://es.wikipedia.org/wiki/Charles_Babbage title="Charles Babbage">Babbage, Charles</a> (1864). Campbell-Kelly, Martin, ed. <i>Passages from the life of a philosopher</i>. Rough Draft Printing (publicado el 2008). <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-1-60386-092-5 title=Especial:FuentesDeLibros/978-1-60386-092-5>978-1-60386-092-5</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Babbage%2C+Charles&rft.aufirst=Charles&rft.aulast=Babbage&rft.btitle=Passages+from+the+life+of+a+philosopher&rft.date=1864&rft.genre=book&rft.isbn=978-1-60386-092-5&rft.pub=Rough+Draft+Printing&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFBodanis2005 class="citation libro">Bodanis, David (2005). <a rel=nofollow class="external text" href=https://archive.org/details/electricuniverse0000boda_a1q6><i>Electric Universe: How Electricity Switched on the Modern World</i></a>. New York: Three Rivers Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-307-33598-4 title=Especial:FuentesDeLibros/0-307-33598-4>0-307-33598-4</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/61684223>61684223</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Bodanis%2C+David&rft.aufirst=David&rft.aulast=Bodanis&rft.btitle=Electric+Universe%3A+How+Electricity+Switched+on+the+Modern+World&rft.date=2005&rft.genre=book&rft.isbn=0-307-33598-4&rft.place=New+York&rft.pub=Three+Rivers+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Felectricuniverse0000boda_a1q6&rft_id=info%3Aoclcnum%2F61684223&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li>Bruderer, Herbert: <a rel=nofollow class="external text" href=http://www.oldenbourg-verlag.de/wissenschaftsverlag/konrad-zuse-und-schweiz/9783486713664><i>Konrad Zuse und die Schweiz. Wer hat den Computer erfunden? Charles Babbage, Alan Turing und John von Neumann</i></a> Oldenbourg Verlag, Múnich 2012, XXVI, 224 p. <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/9783486713664 class="internal mw-magiclink-isbn">ISBN 978-3-486-71366-4</a></li>
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<li><cite class=book></cite><span id=CITAREFCampbell-KellyAspray1996 class="citation libro">Campbell-Kelly, Martin; Aspray, William (1996). <a rel=nofollow class="external text" href=https://archive.org/details/isbn_9780465029907><i>Computer: A History of the Information Machine</i></a>. New York: Basic Books. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-465-02989-2 title=Especial:FuentesDeLibros/0-465-02989-2>0-465-02989-2</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Aspray%2C+William&rft.au=Campbell-Kelly%2C+Martin&rft.aufirst=Martin&rft.aulast=Campbell-Kelly&rft.btitle=Computer%3A+A+History+of+the+Information+Machine&rft.date=1996&rft.genre=book&rft.isbn=0-465-02989-2&rft.place=New+York&rft.pub=Basic+Books&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fisbn_9780465029907&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCeruzzi1998 class="citation libro">Ceruzzi, Paul (1998). <i>A History of Modern Computing</i>. Cambridge, Massachusetts, and London: MIT Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-262-53169-0 title=Especial:FuentesDeLibros/0-262-53169-0>0-262-53169-0</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Ceruzzi%2C+Paul&rft.aufirst=Paul&rft.aulast=Ceruzzi&rft.btitle=A+History+of+Modern+Computing&rft.date=1998&rft.genre=book&rft.isbn=0-262-53169-0&rft.place=Cambridge%2C+Massachusetts%2C+and+London&rft.pub=MIT+Press&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFChandler1977 class="citation libro">Chandler, Alfred (1977). <a rel=nofollow class="external text" href=https://archive.org/details/visiblehand02chan><i>The Visible Hand: The Managerial Revolution in American Business</i></a>. Cambridge, Massachusetts: Belknap Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-674-94052-0 title=Especial:FuentesDeLibros/0-674-94052-0>0-674-94052-0</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Chandler%2C+Alfred&rft.aufirst=Alfred&rft.aulast=Chandler&rft.btitle=The+Visible+Hand%3A+The+Managerial+Revolution+in+American+Business&rft.date=1977&rft.genre=book&rft.isbn=0-674-94052-0&rft.place=Cambridge%2C+Massachusetts&rft.pub=Belknap+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fvisiblehand02chan&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=journal></cite><span id=CITAREFChurch1936 class="citation publicación"><a href=https://es.wikipedia.org/wiki/Alonzo_Church title="Alonzo Church">Church, Alonzo</a> (1936). <a rel=nofollow class="external text" href=https://archive.org/details/sim_american-journal-of-mathematics_1936-04_58_2/page/345>«An Unsolvable Problem of Elementary Number Theory»</a>. <i><a href=https://es.wikipedia.org/wiki/American_Journal_of_Mathematics title="American Journal of Mathematics">American Journal of Mathematics</a></i> <b>58</b> (2): 345. <small><a href=https://es.wikipedia.org/wiki/ISSN class=mw-redirect title=ISSN>ISSN</a> <a rel=nofollow class="external text" href=https://portal.issn.org/resource/issn/0002-9327>0002-9327</a></small>. <small><a href=https://es.wikipedia.org/wiki/JSTOR title=JSTOR>JSTOR</a> <a rel=nofollow class="external text" href=https://www.jstor.org/stable/2371045>2371045</a></small>. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.2307%2F2371045>10.2307/2371045</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=An+Unsolvable+Problem+of+Elementary+Number+Theory&rft.au=Church%2C+Alonzo&rft.aufirst=Alonzo&rft.aulast=Church&rft.date=1936&rft.genre=article&rft.issn=0002-9327&rft.issue=2&rft.jstor=2371045&rft.jtitle=American+Journal+of+Mathematics&rft.pages=345&rft.volume=58&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fsim_american-journal-of-mathematics_1936-04_58_2%2Fpage%2F345&rft_id=info%3Adoi%2F10.2307%2F2371045&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCoopervan_Leeuwen2013 class="citation libro">Cooper, S. Barry; van Leeuwen, Jan (2013). <a rel=nofollow class="external text" href=https://archive.org/details/alanturinghiswor0000coop><i>Alan Turing: His Work and Impact</i></a>. New York: Elsevier. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-0-12-386980-7 title=Especial:FuentesDeLibros/978-0-12-386980-7>978-0-12-386980-7</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Cooper%2C+S.+Barry&rft.au=van+Leeuwen%2C+Jan&rft.aufirst=S.+Barry&rft.aulast=Cooper&rft.btitle=Alan+Turing%3A+His+Work+and+Impact&rft.date=2013&rft.genre=book&rft.isbn=978-0-12-386980-7&rft.place=New+York&rft.pub=Elsevier&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Falanturinghiswor0000coop&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=journal></cite><span id=CITAREFCopeland2004a class="citation publicación">Copeland, B. Jack (2004a). «Colossus: Its Origins and Originators». <i>IEEE Annals of the History of Computing</i> <b>26</b> (4): 38-45. <small><a href=https://es.wikipedia.org/wiki/ISSN class=mw-redirect title=ISSN>ISSN</a> <a rel=nofollow class="external text" href=https://portal.issn.org/resource/issn/1058-6180>1058-6180</a></small>. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1109%2FMAHC.2004.26>10.1109/MAHC.2004.26</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Colossus%3A+Its+Origins+and+Originators&rft.au=Copeland%2C+B.+Jack&rft.aufirst=B.+Jack&rft.aulast=Copeland&rft.date=2004a&rft.genre=article&rft.issn=1058-6180&rft.issue=4&rft.jtitle=IEEE+Annals+of+the+History+of+Computing&rft.pages=38-45&rft.volume=26&rft_id=info%3Adoi%2F10.1109%2FMAHC.2004.26&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCopeland2004b class="citation libro"><a href=https://es.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland, B. Jack (ed.)</a> (2004b). <i>The Essential Turing</i>. Oxford: Oxford University Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-19-825079-7 title=Especial:FuentesDeLibros/0-19-825079-7>0-19-825079-7</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/156728127>156728127</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland%2C+B.+Jack+%28ed.%29&rft.aufirst=B.+Jack+%28ed.%29&rft.aulast=Copeland&rft.btitle=The+Essential+Turing&rft.date=2004b&rft.genre=book&rft.isbn=0-19-825079-7&rft.place=Oxford&rft.pub=Oxford+University+Press&rft_id=info%3Aoclcnum%2F156728127&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCopeland_(ed.)2005 class="citation libro"><a href=https://es.wikipedia.org/wiki/Jack_Copeland title="Jack Copeland">Copeland (ed.), B. Jack</a> (2005). <a rel=nofollow class="external text" href=https://archive.org/details/alanturingsautom0000unse_k5v2><i>Alan Turing's Automatic Computing Engine</i></a>. Oxford: Oxford University Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-19-856593-3 title=Especial:FuentesDeLibros/0-19-856593-3>0-19-856593-3</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/224640979>224640979</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland+%28ed.%29%2C+B.+Jack&rft.aufirst=B.+Jack&rft.aulast=Copeland+%28ed.%29&rft.btitle=Alan+Turing%27s+Automatic+Computing+Engine&rft.date=2005&rft.genre=book&rft.isbn=0-19-856593-3&rft.place=Oxford&rft.pub=Oxford+University+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Falanturingsautom0000unse_k5v2&rft_id=info%3Aoclcnum%2F224640979&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFCopeland2006 class="citation libro">Copeland, B. Jack (2006). <a rel=nofollow class="external text" href=https://archive.org/details/colossussecretso0000unse><i>Colossus: The secrets of Bletchley Park's code-breaking computers</i></a>. Oxford University Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-0-19-284055-4 title=Especial:FuentesDeLibros/978-0-19-284055-4>978-0-19-284055-4</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Copeland%2C+B.+Jack&rft.aufirst=B.+Jack&rft.aulast=Copeland&rft.btitle=Colossus%3A+The+secrets+of+Bletchley+Park%27s+code-breaking+computers&rft.date=2006&rft.genre=book&rft.isbn=978-0-19-284055-4&rft.pub=Oxford+University+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fcolossussecretso0000unse&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFHilton2006 class="citation libro">Hilton, Peter (2006). «Living with Fish: Breaking Tunny in the Newmanry and Testery». <i>Colussus</i>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Colussus&rft.au=Hilton%2C+Peter&rft.aufirst=Peter&rft.aulast=Hilton&rft.btitle=Living+with+Fish%3A+Breaking+Tunny+in+the+Newmanry+and+Testery&rft.date=2006&rft.genre=bookitem&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span> in <a href=#CITAREFCopeland2006>Copeland, 2006</a>, pp. 189–203</li>
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<li><cite class=book></cite><span id=CITAREFEdwards1996 class="citation libro">Edwards, Paul N (1996). <a rel=nofollow class="external text" href=https://archive.org/details/closedworldcompu00edwa><i>The closed world: computers and the politics of discourse in Cold War America</i></a>. Cambridge, Massachusetts: MIT Press. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-262-55028-8 title=Especial:FuentesDeLibros/0-262-55028-8>0-262-55028-8</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Edwards%2C+Paul+N&rft.aufirst=Paul+N&rft.aulast=Edwards&rft.btitle=The+closed+world%3A+computers+and+the+politics+of+discourse+in+Cold+War+America&rft.date=1996&rft.genre=book&rft.isbn=0-262-55028-8&rft.place=Cambridge%2C+Massachusetts&rft.pub=MIT+Press&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fclosedworldcompu00edwa&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFGannon2007 class="citation libro">Gannon, Paul (2007) [2006]. <a rel=nofollow class="external text" href=https://archive.org/details/colossusbletchle0000gann><i>Colossus: Bletchley Park's Greatest Secret</i></a>. London: Atlantic Books. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-1-84354-331-2 title=Especial:FuentesDeLibros/978-1-84354-331-2>978-1-84354-331-2</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Gannon%2C+Paul&rft.aufirst=Paul&rft.aulast=Gannon&rft.btitle=Colossus%3A+Bletchley+Park%27s+Greatest+Secret&rft.date=2007&rft.genre=book&rft.isbn=978-1-84354-331-2&rft.place=London&rft.pub=Atlantic+Books&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fcolossusbletchle0000gann&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFHodges1983 class="citation libro">Hodges, Andrew (1983). <i>Alan Turing : the enigma</i>. London: Burnett Books. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-09-152130-0 title=Especial:FuentesDeLibros/0-09-152130-0>0-09-152130-0</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Hodges%2C+Andrew&rft.aufirst=Andrew&rft.aulast=Hodges&rft.btitle=Alan+Turing+%3A+the+enigma&rft.date=1983&rft.genre=book&rft.isbn=0-09-152130-0&rft.place=London&rft.pub=Burnett+Books&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFHochhuth1988 class="citation libro"><a href=https://es.wikipedia.org/wiki/Rolf_Hochhuth title="Rolf Hochhuth">Hochhuth, Rolf</a> (1988). <i>Alan Turing: en berättelse</i>. Symposion. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-91-7868-109-9 title=Especial:FuentesDeLibros/978-91-7868-109-9>978-91-7868-109-9</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Hochhuth%2C+Rolf&rft.aufirst=Rolf&rft.aulast=Hochhuth&rft.btitle=Alan+Turing%3A+en+ber%C3%A4ttelse&rft.date=1988&rft.genre=book&rft.isbn=978-91-7868-109-9&rft.pub=Symposion&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFLeavitt2007 class="citation libro"><a href=https://es.wikipedia.org/wiki/David_Leavitt title="David Leavitt">Leavitt, David</a> (2007). <a rel=nofollow class="external text" href=https://archive.org/details/manwhoknewtoomuc0000leav><i>The man who knew too much: Alan Turing and the invention of the computer</i></a>. Phoenix. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-0-7538-2200-5 title=Especial:FuentesDeLibros/978-0-7538-2200-5>978-0-7538-2200-5</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Leavitt%2C+David&rft.aufirst=David&rft.aulast=Leavitt&rft.btitle=The+man+who+knew+too+much%3A+Alan+Turing+and+the+invention+of+the+computer&rft.date=2007&rft.genre=book&rft.isbn=978-0-7538-2200-5&rft.pub=Phoenix&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fmanwhoknewtoomuc0000leav&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFLevin2006 class="citation libro"><a href=https://es.wikipedia.org/wiki/Janna_Levin title="Janna Levin">Levin, Janna</a> (2006). <a rel=nofollow class="external text" href=https://archive.org/details/madmandreamsoftu0000levi_y7k7><i>A Madman Dreams of Turing Machines</i></a>. New York: Knopf. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-1-4000-3240-2 title=Especial:FuentesDeLibros/978-1-4000-3240-2>978-1-4000-3240-2</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Levin%2C+Janna&rft.aufirst=Janna&rft.aulast=Levin&rft.btitle=A+Madman+Dreams+of+Turing+Machines&rft.date=2006&rft.genre=book&rft.isbn=978-1-4000-3240-2&rft.place=New+York&rft.pub=Knopf&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fmadmandreamsoftu0000levi_y7k7&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFLewin1978 class="citation libro"><a href="https://es.wikipedia.org/w/index.php?title=Ronald_Lewin&action=edit&redlink=1" class=new title="Ronald Lewin (aún no redactado)">Lewin, Ronald</a> (1978). <i>Ultra Goes to War: The Secret Story</i>. Classic Military History (Classic Penguin edición). London, England: Hutchinson & Co (publicado el 2001). <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/978-1-56649-231-7 title=Especial:FuentesDeLibros/978-1-56649-231-7>978-1-56649-231-7</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Lewin%2C+Ronald&rft.aufirst=Ronald&rft.aulast=Lewin&rft.btitle=Ultra+Goes+to+War%3A+The+Secret+Story&rft.date=1978&rft.edition=Classic+Penguin&rft.genre=book&rft.isbn=978-1-56649-231-7&rft.place=London%2C+England&rft.pub=Hutchinson+%26+Co&rft.series=Classic+Military+History&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFLubar1993 class="citation libro">Lubar, Steven (1993). <a rel=nofollow class="external text" href=https://archive.org/details/infoculturesmith00luba><i>Infoculture</i></a>. Boston, Massachusetts and New York: Houghton Mifflin. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-395-57042-5 title=Especial:FuentesDeLibros/0-395-57042-5>0-395-57042-5</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Lubar%2C+Steven&rft.aufirst=Steven&rft.aulast=Lubar&rft.btitle=Infoculture&rft.date=1993&rft.genre=book&rft.isbn=0-395-57042-5&rft.place=Boston%2C+Massachusetts+and+New+York&rft.pub=Houghton+Mifflin&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Finfoculturesmith00luba&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=journal></cite><span id=CITAREFMahon1945 class="citation publicación">Mahon, A.P. (1945). <a rel=nofollow class="external text" href=http://www.ellsbury.com/hut8/hut8-000.htm><i>The History of Hut Eight 1939-1945</i></a>. UK National Archives Reference HW 25/2<span class=reference-accessdate>. Consultado el 10 de diciembre de 2009</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Mahon%2C+A.P.&rft.aufirst=A.P.&rft.aulast=Mahon&rft.btitle=The+History+of+Hut+Eight+1939-1945&rft.date=1945&rft.genre=book&rft.pub=UK+National+Archives+Reference+HW+25%2F2&rft_id=http%3A%2F%2Fwww.ellsbury.com%2Fhut8%2Fhut8-000.htm&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFOakley2006 class="citation libro"><a href="https://es.wikipedia.org/w/index.php?title=Brian_Oakley&action=edit&redlink=1" class=new title="Brian Oakley (aún no redactado)">Oakley, Brian</a>, ed. (2006). <i>The Bletchley Park War Diaries: July 1939 — August 1945</i> (2.6 edición). Wynne Press.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=The+Bletchley+Park+War+Diaries%3A+July+1939%26nbsp%3B%E2%80%94+August+1945&rft.date=2006&rft.edition=2.6&rft.genre=book&rft.pub=Wynne+Press&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=journal></cite><span id="CITAREFO'ConnellFitzgerald2003" class="citation publicación">O'Connell, H; Fitzgerald, M (2003). «Did Alan Turing have Asperger's syndrome?». <i>Irish Journal of Psychological Medicine</i> (Irish Institute of Psychological Medicine) <b>20</b>: 28-31. <small><a href=https://es.wikipedia.org/wiki/ISSN class=mw-redirect title=ISSN>ISSN</a> <a rel=nofollow class="external text" href=https://portal.issn.org/resource/issn/0790-9667>0790-9667</a></small>. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1017%2Fs0790966700007503>10.1017/s0790966700007503</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Did+Alan+Turing+have+Asperger%27s+syndrome%3F&rft.au=Fitzgerald%2C+M&rft.au=O%27Connell%2C+H&rft.aufirst=H&rft.aulast=O%27Connell&rft.date=2003&rft.genre=article&rft.issn=0790-9667&rft.jtitle=Irish+Journal+of+Psychological+Medicine&rft.pages=28-31&rft.pub=Irish+Institute+of+Psychological+Medicine&rft.volume=20&rft_id=info%3Adoi%2F10.1017%2Fs0790966700007503&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></li>
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<li><span class="citation cita-genérica">O'Connor, John J.; Robertson, Edmund F., «<a rel=nofollow class="external text" href=https://mathshistory.st-andrews.ac.uk/Biographies/Turing/>Alan Mathison Turing</a>»<span style=color:#555> (en inglés)</span>, <i><a href=https://es.wikipedia.org/wiki/MacTutor_History_of_Mathematics_archive title="MacTutor History of Mathematics archive">MacTutor History of Mathematics archive</a></i>, <a href=https://es.wikipedia.org/wiki/Universidad_de_Saint_Andrews title="Universidad de Saint Andrews">Universidad de Saint Andrews</a><span class="printonly sf-hidden">, </span></span><span class=Z3988 title="ctx_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook&rft.genre=bookitem&rft.btitle=Alan+Mathison+Turing&rft.atitle=%5B%5BMacTutor+History+of+Mathematics+archive%5D%5D&rft.aulast=O%27Connor&rft.aufirst=John+J.&rft.au=O%27Connor%2C%26%2332%3BJohn+J.&rft.au=Robertson%2C%26%2332%3BEdmund+F.&rft.pub=%5B%5BUniversidad+de+Saint+Andrews%5D%5D&rft_id=https%3A%2F%2Fmathshistory.st-andrews.ac.uk%2FBiographies%2FTuring%2F&rfr_id=info:sid/es.wikipedia.org:Alan_Turing"><span style=display:none> </span></span>.</li>
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<li>Petzold, Charles (2008). "<a href="https://es.wikipedia.org/w/index.php?title=The_Annotated_Turing&action=edit&redlink=1" class=new title="The Annotated Turing (aún no redactado)">The Annotated Turing</a>: A Guided Tour through Alan Turing's Historic Paper on Computability and the Turing Machine". <a href=https://es.wikipedia.org/wiki/Indianapolis class=mw-redirect title=Indianapolis>Indianapolis</a>: Wiley Publishing. <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/9780470229057 class="internal mw-magiclink-isbn">ISBN 978-0-470-22905-7</a></li>
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<li>Smith, Roger (1997). <i>Fontana History of the Human Sciences</i>. London: Fontana.</li>
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<li><cite class=book></cite><span id=CITAREFSipser2006 class="citation libro">Sipser, Michael (2006). <i>Introduction to the Theory of Computation</i>. PWS Publishing. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-534-95097-3 title=Especial:FuentesDeLibros/0-534-95097-3>0-534-95097-3</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Sipser%2C+Michael&rft.aufirst=Michael&rft.aulast=Sipser&rft.btitle=Introduction+to+the+Theory+of+Computation&rft.date=2006&rft.genre=book&rft.isbn=0-534-95097-3&rft.pub=PWS+Publishing&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li>Weizenbaum, Joseph (1976). <i>Computer Power and Human Reason</i>. London: W.H. Freeman. <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0716704633 class="internal mw-magiclink-isbn">ISBN 0-7167-0463-3</a></li>
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<li><cite class=news></cite><span id=CITAREFTuring1937 class="citation noticia">Turing, A. M. (1937) [Delivered to the Society noviembre 1936]. <a rel=nofollow class="external text" href=http://www.comlab.ox.ac.uk/activities/ieg/e-library/sources/tp2-ie.pdf>«On Computable Numbers, with an Application to the Entscheidungsproblem»</a>. <i>Proceedings of the London Mathematical Society</i>. 2 <b>42</b>. pp. 230-65. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1112%2Fplms%2Fs2-42.1.230>10.1112/plms/s2-42.1.230</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=On+Computable+Numbers%2C+with+an+Application+to+the+Entscheidungsproblem&rft.au=Turing%2C+A.+M.&rft.aufirst=A.+M.&rft.aulast=Turing&rft.date=1937&rft.genre=article&rft.jtitle=Proceedings+of+the+London+Mathematical+Society&rft.pages=230-65&rft.series=2&rft.volume=42&rft_id=http%3A%2F%2Fwww.comlab.ox.ac.uk%2Factivities%2Fieg%2Fe-library%2Fsources%2Ftp2-ie.pdf&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-42.1.230&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span> and <cite class=news></cite><span id=CITAREFTuring1938 class="citation noticia">Turing, A.M. (1938). «On Computable Numbers, with an Application to the Entscheidungsproblem: A correction». <i>Proceedings of the London Mathematical Society</i>. 2 <b>43</b> (1937). pp. 544-6. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1112%2Fplms%2Fs2-43.6.544>10.1112/plms/s2-43.6.544</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=On+Computable+Numbers%2C+with+an+Application+to+the+Entscheidungsproblem%3A+A+correction&rft.au=Turing%2C+A.M.&rft.aufirst=A.M.&rft.aulast=Turing&rft.date=1938&rft.genre=article&rft.jtitle=Proceedings+of+the+London+Mathematical+Society&rft.pages=544-6&rft.series=2&rft.volume=43&rft_id=info%3Adoi%2F10.1112%2Fplms%2Fs2-43.6.544&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFTuring1959 class="citation libro">Turing, Sara Stoney (1959). <i>Alan M Turing</i>. W Heffer.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Turing%2C+Sara+Stoney&rft.aufirst=Sara+Stoney&rft.aulast=Turing&rft.btitle=Alan+M+Turing&rft.date=1959&rft.genre=book&rft.pub=W+Heffer&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span> La madre de Turing, que le sobrevivió por muchos años, escribió esta biografía de 157 páginas de su hijo, glorificando su vida. Fue publicado en 1959, por lo que no se pudo cubrir su trabajo era. Apenas 300 copias fueron vendidas (Sara Turing con Lyn Newman, 1967, Biblioteca del <a href="https://es.wikipedia.org/w/index.php?title=Universidad_de_St_John,_Cambridge&action=edit&redlink=1" class=new title="Universidad de St John, Cambridge (aún no redactado)">universidad de St John, Cambridge</a>). Con un prólogo de seis páginas de <a href="https://es.wikipedia.org/w/index.php?title=Lyn_Irvine&action=edit&redlink=1" class=new title="Lyn Irvine (aún no redactado)">Lyn Irvine</a> incluye reminiscencias y es frecuentemente citado. Fue republicado por <a href=https://es.wikipedia.org/wiki/Cambridge_University_Press title="Cambridge University Press">Cambridge University Press</a> en 2012 en honor al centenario de su nacimiento, y se incluye un nuevo prólogo de <a href=https://es.wikipedia.org/wiki/Martin_Davis title="Martin Davis">Martin Davis</a>, así como memorias nunca antes publicadas del hermano mayor John F. Turing.</li>
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<li><cite class=book></cite><span id=CITAREFWhitemoreHodges1988 class="citation libro"><a href="https://es.wikipedia.org/w/index.php?title=Hugh_Whitemore&action=edit&redlink=1" class=new title="Hugh Whitemore (aún no redactado)">Whitemore, Hugh</a>; Hodges, Andrew (1988). <a rel=nofollow class="external text" href=https://archive.org/details/breakingcodeplay0000whit><i>Breaking the code</i></a>. S. French.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Hodges%2C+Andrew&rft.au=Whitemore%2C+Hugh&rft.aufirst=Hugh&rft.aulast=Whitemore&rft.btitle=Breaking+the+code&rft.date=1988&rft.genre=book&rft.pub=S.+French&rft_id=https%3A%2F%2Farchive.org%2Fdetails%2Fbreakingcodeplay0000whit&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span> This 1986 Hugh Whitemore play tells the story of Turing's life and death. In the original West End and Broadway runs, <a href=https://es.wikipedia.org/wiki/Derek_Jacobi title="Derek Jacobi">Derek Jacobi</a> played Turing and he recreated the role in a 1997 television film based on the play made jointly by the BBC and <a href="https://es.wikipedia.org/w/index.php?title=WGBH-TV&action=edit&redlink=1" class=new title="WGBH-TV (aún no redactado)">WGBH, Boston</a>. La obra la publicó Amber Lane Press, <a href=https://es.wikipedia.org/wiki/Oxford title=Oxford>Oxford</a>, ASIN: B000B7TM0Q</li>
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<li>Williams, Michael R. (1985) <i>A History of Computing Technology</i>, <a href=https://es.wikipedia.org/wiki/Englewood_Cliffs title="Englewood Cliffs">Englewood Cliffs</a>, <a href=https://es.wikipedia.org/wiki/New_Jersey class=mw-redirect title="New Jersey">New Jersey</a>: <a href="https://es.wikipedia.org/w/index.php?title=Prentice-Hall&action=edit&redlink=1" class=new title="Prentice-Hall (aún no redactado)">Prentice-Hall</a>, <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0818677392 class="internal mw-magiclink-isbn">ISBN 0-8186-7739-2</a></li>
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<li><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20181003061753/https://www.hablandodeciencia.com/articulos/2012/03/01/el-problema-de-la-decidibilidad-alan-m-turing-iii/>«El problema de la decidibilidad. Alan M. Turing III»</a>. Archivado desde <a rel=nofollow class="external text" href=https://www.hablandodeciencia.com/articulos/2012/03/01/el-problema-de-la-decidibilidad-alan-m-turing-iii/>el original</a> el 3 de octubre de 2018<span class=reference-accessdate>. Consultado el 1 de octubre de 2018</span>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=El+problema+de+la+decidibilidad.+Alan+M.+Turing+III&rft.genre=book&rft_id=https%3A%2F%2Fwww.hablandodeciencia.com%2Farticulos%2F2012%2F03%2F01%2Fel-problema-de-la-decidibilidad-alan-m-turing-iii%2F&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=book></cite><span id=CITAREFYates1997 class="citation libro">Yates, David M. (1997). <i>Turing's Legacy: A history of computing at the National Physical Laboratory 1945-1995</i>. London: <a href="https://es.wikipedia.org/w/index.php?title=Science_Museum,_London&action=edit&redlink=1" class=new title="Science Museum, London (aún no redactado)">London Science Museum</a>. <small><a href=https://es.wikipedia.org/wiki/ISBN title=ISBN>ISBN</a> <a href=https://es.wikipedia.org/wiki/Especial:FuentesDeLibros/0-901805-94-7 title=Especial:FuentesDeLibros/0-901805-94-7>0-901805-94-7</a></small>. <small><a href=https://es.wikipedia.org/wiki/OCLC title=OCLC>OCLC</a> <a rel=nofollow class="external text" href=https://www.worldcat.org/oclc/123794619>123794619</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.au=Yates%2C+David+M.&rft.aufirst=David+M.&rft.aulast=Yates&rft.btitle=Turing%27s+Legacy%3A+A+history+of+computing+at+the+National+Physical+Laboratory+1945-1995&rft.date=1997&rft.genre=book&rft.isbn=0-901805-94-7&rft.place=London&rft.pub=London+Science+Museum&rft_id=info%3Aoclcnum%2F123794619&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></ul>
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</div>
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<div class="mw-heading mw-heading2"><h2 id=Enlaces_externos>Enlaces externos</h2></div>
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<ul><li><a rel=nofollow class="external text" href=https://web.archive.org/web/20180721235734/http://www.turing.org.uk/bio/part1.html>Una breve biografía de Turing, en inglés</a></li>
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<li><a rel=nofollow class="external text" href=http://www.idsia.ch/~juergen/turing.html>Una biografía de Turing aún más breve, en inglés</a></li>
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<li><a rel=nofollow class="external text" href="https://web.archive.org/web/20070803163318/http://www.systemtoolbox.com/article.php?history_id=3">Alan Turing — Hacia una mente digital: 1.ª Parte, en inglés</a></li>
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<li><cite class=journal></cite><span id=CITAREFA._M._Turingoctubre_1950 class="citation publicación">A. M. Turing (octubre 1950). «Computing Machinery and Intelligence». <i>Mind</i> <b>LIX</b> (236): 433-460. <small><a href=https://es.wikipedia.org/wiki/Digital_object_identifier class=mw-redirect title="Digital object identifier">doi</a>:<a rel=nofollow class="external text" href=https://dx.doi.org/10.1093%2Fmind%2FLIX.236.433>10.1093/mind/LIX.236.433</a></small>.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.atitle=Computing+Machinery+and+Intelligence&rft.au=A.+M.+Turing&rft.aulast=A.+M.+Turing&rft.date=octubre+1950&rft.genre=article&rft.issue=236&rft.jtitle=Mind&rft.pages=433-460&rft.volume=LIX&rft_id=info%3Adoi%2F10.1093%2Fmind%2FLIX.236.433&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Ajournal" class=Z3988><span style=display:none> </span></span></li>
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<li><a rel=nofollow class="external text" href=http://www.5xm.com/turing/>Descubrimiento en Hollymeade de la placa conmemorativa del 50º aniversario de la muerte de Turing, en inglés</a></li>
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<li><a rel=nofollow class="external text" href=https://web.archive.org/web/20041208234909/http://www.swintons.net/jonathan/turing.htm>Alan Turing y la morfogénesis, en inglés</a></li>
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<li><span class=broken-link><a rel=nofollow class="external text" href=http://www.turingarchive.org/>The Turing Archive</a></span> <span class=plainlinks style=background-color:var(--background-color-warning-subtle,lightyellow);color:var(--color-base,#202122);font-size:85%>(<a href=https://es.wikipedia.org/wiki/Ayuda:C%C3%B3mo_recuperar_un_enlace_roto title="Ayuda:Cómo recuperar un enlace roto">enlace roto</a> disponible en <a href=https://es.wikipedia.org/wiki/Internet_Archive title="Internet Archive">Internet Archive</a>; véase el <a rel=nofollow class="external text" href=https://web.archive.org/web/*/http://www.turingarchive.org/>historial</a>, la <a rel=nofollow class="external text" href=https://web.archive.org/web/1/http://www.turingarchive.org/>primera versión</a> y la <a rel=nofollow class="external text" href=https://web.archive.org/web/2/http://www.turingarchive.org/>última</a>).</span></li>
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<li><a rel=nofollow class="external text" href=http://www.teuscher.ch/turingday>Turing Day 2002</a></li>
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<li><a rel=nofollow class="external text" href=https://web.archive.org/web/20041209074537/http://www.maths.man.ac.uk/logic/turing2004/>Turing 2004: A celebration of his life and achievements</a></li>
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<li><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20120215213412/https://www.abc.es/20120215/archivo/abci-alan-turin-informatica-201202151051.html>«Alan Turing, el fantasma que inventó la informática»</a>. Archivado desde <a rel=nofollow class="external text" href=http://www.abc.es/20120215/archivo/abci-alan-turin-informatica-201202151051.html>el original</a> el 15 de febrero de 2012.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Alan+Turing%2C+el+fantasma+que+invent%C3%B3+la+inform%C3%A1tica&rft.genre=book&rft_id=http%3A%2F%2Fwww.abc.es%2F20120215%2Farchivo%2Fabci-alan-turin-informatica-201202151051.html&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><cite class=web></cite><span class="citation web"><a rel=nofollow class="external text" href=https://web.archive.org/web/20131223203122/http://cryptome.org/2013/12/turing-pardon.pdf>«Copia de la orden real del 24 de diciembre de 2013»</a>. Archivado desde <a rel=nofollow class="external text" href=http://cryptome.org/2013/12/turing-pardon.pdf>el original</a> el 23 de diciembre de 2013.</span><span title="ctx_ver=Z39.88-2004&rfr_id=info%3Asid%2Fes.wikipedia.org%3AAlan+Turing&rft.btitle=Copia+de+la+orden+real+del+24+de+diciembre+de+2013&rft.genre=book&rft_id=http%3A%2F%2Fcryptome.org%2F2013%2F12%2Fturing-pardon.pdf&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Abook" class=Z3988><span style=display:none> </span></span></li>
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<li><a rel=nofollow class="external text" href=https://web.archive.org/web/20160117234644/http://www.upf.edu/pdi/dcom/xavierberenguer/recursos/fig_calc/_9_/estampes/2_3.htm>Biografía de Turing</a></li>
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<li><a rel=nofollow class="external text" href=https://web.archive.org/web/20180329205129/http://matap.dmae.upm.es/cienciaficcion/DIVULGACION/3/TestTuring.htm>Test de Turing</a></ul>
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<ul><li><b>Proyectos Wikimedia</b></li>
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<li><span style=white-space:nowrap><span typeof=mw:File><a href=https://es.wikipedia.org/wiki/Wikidata title=Wikidata><img alt=Wd src=data:image/png;base64,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 decoding=async width=20 height=11 class=mw-file-element srcset data-file-width=1050 data-file-height=590 sizes></a></span> Datos:</span> <span class=uid><a href=https://www.wikidata.org/wiki/Q7251 class=extiw title=wikidata:Q7251>Q7251</a></span></li>
|
||
<li><span style=white-space:nowrap><span typeof=mw:File><a href=https://es.wikipedia.org/wiki/Wikimedia_Commons title=Commonscat><img alt=Commonscat src=data:image/png;base64,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 decoding=async width=15 height=20 class=mw-file-element srcset data-file-width=1024 data-file-height=1376 sizes></a></span> Multimedia:</span> <span class=uid><span class=plainlinks><a class="external text" href=https://commons.wikimedia.org/wiki/Category:Alan_Turing>Alan Turing</a></span> / <span class=plainlinks><a class="external text" href="https://commons.wikimedia.org/wiki/Special:MediaSearch?type=image&search=%22Q7251%22">Q7251</a></span></span></li>
|
||
<li><span style=white-space:nowrap><span typeof=mw:File><a href=https://es.wikipedia.org/wiki/Wikiquote title=Wikiquote><img alt=Wikiquote src=data:image/png;base64,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 decoding=async width=15 height=18 class=mw-file-element srcset data-file-width=300 data-file-height=355 sizes></a></span> Citas célebres:</span> <span class=uid><a href=https://es.wikiquote.org/wiki/Alan_Turing class=extiw title="q:Alan Turing">Alan Turing</a></span></ul>
|
||
<hr>
|
||
<ul><li><b>Identificadores</b></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Fichero_de_Autoridades_Virtual_Internacional title="Fichero de Autoridades Virtual Internacional">VIAF</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://viaf.org/viaf/41887917>41887917</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/International_Standard_Name_Identifier title="International Standard Name Identifier">ISNI</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://isni.org/isni/0000000110589902>0000000110589902</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_Espa%C3%B1a title="Biblioteca Nacional de España">BNE</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://datos.bne.es/resource/XX945020>XX945020</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_Francia title="Biblioteca Nacional de Francia">BNF</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://catalogue.bnf.fr/ark:/12148/cb12205670t>12205670t</a> <a rel=nofollow class="external text" href=http://data.bnf.fr/ark:/12148/cb12205670t>(data)</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_Brasil title="Biblioteca Nacional de Brasil">BNB</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://acervo.bn.gov.br/sophia_web/autoridade/detalhe/000196900>000196900</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_de_Catalu%C3%B1a title="Biblioteca de Cataluña">CANTIC</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://cantic.bnc.cat/registre/981058515637606706>981058515637606706</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Gemeinsame_Normdatei title="Gemeinsame Normdatei">GND</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://d-nb.info/gnd/118802976>118802976</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Library_of_Congress_Control_Number title="Library of Congress Control Number">LCCN</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://id.loc.gov/authorities/n83171546>n83171546</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_la_Dieta title="Biblioteca Nacional de la Dieta">NDL</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://id.ndl.go.jp/auth/ndlna/00621580>00621580</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_la_Rep%C3%BAblica_Checa title="Biblioteca Nacional de la República Checa">NKC</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://aleph.nkp.cz/F/?func=find-c&local_base=aut&ccl_term=ica=jn19990008646">jn19990008646</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Biblioteca_Nacional_de_Israel title="Biblioteca Nacional de Israel">NLI</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://www.nli.org.il/en/authorities/987007268998905171>987007268998905171</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/CiNii title=CiNii>CiNii</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://ci.nii.ac.jp/author/DA01256994>DA01256994</a></span></li>
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||
<li><span style=white-space:nowrap><a href=https://www.wikidata.org/wiki/Q29861311 class=extiw title=d:Q29861311>SNAC</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://snaccooperative.org/ark:/99166/w65x59c7>w65x59c7</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://www.wikidata.org/wiki/Q22908627 class=extiw title=d:Q22908627>S2</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://www.semanticscholar.org/author/-/2262347>2262347</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Syst%C3%A8me_universitaire_de_documentation title="Système universitaire de documentation">SUDOC</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://www.idref.fr/030691621>030691621</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Scopus title=Scopus>Scopus</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://www.scopus.com/authid/detail.uri?authorId=24349971300">24349971300</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/BIBSYS title=BIBSYS>BIBSYS</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://authority.bibsys.no/authority/rest/authorities/html/90064316>90064316</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Mathematics_Genealogy_Project title="Mathematics Genealogy Project">MGP</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://mathgenealogy.org/id.php?id=8014">8014</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Istituto_Centrale_per_il_Catalogo_Unico class=mw-redirect title="Istituto Centrale per il Catalogo Unico">ICCU</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://opac.sbn.it/risultati-autori/-/opac-autori/detail/MILV072363?core=autoriall">MILV072363</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Deutsche_Biographie title="Deutsche Biographie">Deutsche Biographie</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://www.deutsche-biographie.de/118802976.html>118802976</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Open_Library title="Open Library">Open Library</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://openlibrary.org/works/OL770877A?mode=all">OL770877A</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Google_Acad%C3%A9mico title="Google Académico">Google Académico</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://scholar.google.com/citations?user=VWCHlwkAAAAJ">VWCHlwkAAAAJ</a></span></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Tabakalera title=Tabakalera>Tabakalera</a>:</span> <span class=uid><a rel=nofollow class="external text" href="https://katalogoa.tabakalera.eus/cgi-bin/koha/opac-authoritiesdetail.pl?authid=48511">48511</a></span></li>
|
||
<li><b>Diccionarios y enciclopedias</b></li>
|
||
<li><span style=white-space:nowrap><a href=https://es.wikipedia.org/wiki/Enciclopedia_Brit%C3%A1nica title="Enciclopedia Británica">Britannica</a>:</span> <span class=uid><a rel=nofollow class="external text" href=https://www.britannica.com/biography/Alan-Turing>url</a></span></li>
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||
<li><b>Cine</b></li>
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