{"id":26567,"date":"2025-09-08T05:18:40","date_gmt":"2025-09-08T04:18:40","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=26567"},"modified":"2025-09-08T05:19:11","modified_gmt":"2025-09-08T04:19:11","slug":"%c2%bfpueden-llegarnos-mensajes-del-futuro-10","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/09\/08\/%c2%bfpueden-llegarnos-mensajes-del-futuro-10\/","title":{"rendered":"\u00bfPueden llegarnos mensajes del futuro?"},"content":{"rendered":"<h1 style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/rpD2EBnsTec\/hqdefault.jpg\" alt=\"Resultado de imagen de Mensajes desde el futuro\" width=\"544\" height=\"408\" \/><\/h1>\n<p style=\"text-align: justify;\">Investigadores proponen una soluci\u00f3n a algunos problemas de la F\u00edsica Cu\u00e1ntica, como los viajes en el tiempo o la paradoja del abuelo. Otros hablan de la posibilidad de recibir mensajes del Futuro. Lo cierto es que&#8230; \u00a1Por imaginar que no quede!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" 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\" alt=\"Pueden llegarnos mensajes del futuro?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZvpTEllxBK90OaChyMbD2mAaf5ffwW9FK6B_7wmzVtnyDB8R3Jf7HKF1PkNvFHOy6w2M&amp;usqp=CAU\" alt=\"Efecto t\u00fanel \u2013 Astrononuestra\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQrslFfqe52wA-ZVE7A1RdLBGF5CavtMGaq66gCst2x_kP-0ywdS6gI8TlnRvDfpB7Goyw&amp;usqp=CAU\" alt=\"Experimento cu\u00e1ntico confirma que la realidad no existe hasta que la medimos | Sophimania\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQMn3XLT4y-rXen1C34grUToPmvPHRKXrmILmry0Zr0-jYGe-Phl-2hnEUsaUNFHww0Dyk&amp;usqp=CAU\" alt=\"Enviar un mensaje bloqueado al futuro podr\u00eda ser \u00fatil para la computaci\u00f3n cu\u00e1ntica\" width=\"555\" height=\"303\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Las curvas temporales abiertas podr\u00edan resolver muchos problemas de la F\u00edsica &#8211; NPJ QUANTUM INFORMATION<\/p>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">Un grupo internacional de investigadores, liderados por la Universidad de Singapur, acaba de demostrar que numerosos problemas de la\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/20150125\/abci-entrevista-fisico-cirac-201501241305.html\">F\u00edsica Cu\u00e1ntica<\/a>, hoy por hoy irresolubles, podr\u00edan solucionarse f\u00e1cilmente con un\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/20150125\/abci-entrevista-fisico-cirac-201501241305.html\">ordenador cu\u00e1ntico<\/a>\u00a0que viajara a trav\u00e9s de\u00a0<strong>&#8220;curvas temporales abiertas&#8221;<\/strong>. El trabajo, que ha levantado gran expectaci\u00f3n en la comunidad cient\u00edfica, se publica en la revista <strong>Nature Quantum<\/strong> <strong>Information<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Cient\u00edfico Revela al Mundo que recibimos informaci\u00f3n y mensajes del FUTURO que cambian el PASADO - http:\/\/www.misterioyconspiracion\u2026 | Mensajes, Cambio, Cientificos\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La guerra de los viajes en el tiempo | Cuentos Cu\u00e1nticos\" width=\"336\" height=\"195\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0En\u00a0la Teor\u00eda\u00a0de\u00a0la Relatividad\u00a0se admite un espacio tetradimensional, con tres coordenadas espaciales y una temporal. Como no es posible representar en nuestra realidad semejante espacio de cuatro dimensiones, realizaremos una\u00a0\u00a0aproximaci\u00f3n representando por un plano el espacio tridimensional, m\u00e1s una coordenada temporal. Las soluciones temporales abiertas para expresar la evoluci\u00f3n de un punto ser\u00eda una gr\u00e1fica del tipo que arriba podemos contemplar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-8tgTb2vJXQg\/TlKa_jSNhyI\/AAAAAAAAAG8\/fJ649Dwo0O0\/s320\/Curvas-temporales-2.jpg\" alt=\"\" \/><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-Q4GP1dQJrSo\/TlKe1O_EGEI\/AAAAAAAAAHA\/udwbrLXtTFA\/s320\/Curvas-temporales-1.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>En cambio, para las soluciones que sean curvas temporales cerradas, ser\u00edan las de arriba<\/strong><\/p>\n<div style=\"text-align: justify;\">\n<h1><a href=\"http:\/\/ramanujan25449.blogspot.com\/2011\/08\/pudo-el-universo-ser-hijo-de-si-mismo.html\" rel=\"bookmark\" data-item-type=\"post\" data-id=\"5325723289923724996\">\u00bfPUDO EL UNIVERSO SER HIJO DE S\u00cd MISMO?<\/a><\/h1>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/s3.abcstatics.com\/abc\/www\/multimedia\/sociedad\/2023\/11\/03\/astro2-U56404546031VlD-1200x630@abc.jpg\" alt=\"La teor\u00eda de que el universo podr\u00eda ser como un ser pensante, \u00abel cambio de paradigma m\u00e1s profundo de la ciencia\u00bb\" width=\"540\" height=\"284\" \/><\/p>\n<p><strong>Bueno, tambi\u00e9n circula por ah\u00ed la idea de que el Universo podr\u00eda ser un SER pensante<\/strong><\/p>\n<p><strong>Ser hijo de s\u00ed mismo&#8230; \u00a1Es otra teor\u00eda!<\/strong><\/p>\n<p>&#8220;Esta es la tesis que sostienen los f\u00edsicos, <strong>Richard Gott y Li-Xin Li,<\/strong> que coincidieron los dos en Princeton. Ambos comienzan recordando que\u00a0\u00a0\u201cla cuesti\u00f3n de la causa primera\u201d ha estado preocupando a fil\u00f3sofos y cient\u00edficos durante m\u00e1s de dos mil a\u00f1os, pero Arist\u00f3teles consider\u00f3 esto tan molesto que propuso evitarlo considerando que el Universo existe eternamente tanto en el pasado como en el futuro, de esta manera no habr\u00eda que preguntar sobre el inicio de su existencia.<\/p>\n<\/div>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/6\/6d\/Parallel_transport.png\" width=\"407\" height=\"455\" \/><\/p>\n<p>Una variante del enfoque habitual sobre el origen del Universo lo proporcionan estos f\u00edsicos, pues en la l\u00ednea de Arist\u00f3teles, Got y Li sugieren audazmente que preguntar como crear el\u00a0\u00a0Universo a partir de la nada podr\u00eda ser plantear la pregunta equivocada. \u00bfPor qu\u00e9? Porque una propiedad importante de la Teor\u00eda de la Relatividad General de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> es que permite soluciones que tienen curvas temporales cerradas, o CTC. Es decir, que se contemplan soluciones en la misma donde la gravedad es lo suficientemente intensa para curvar dicho continuo espacio-temporal en una configuraci\u00f3n de\u00a0\u00a0\u201cbucle\u201d, que permite a los acontecimientos futuros influenciar en el pasado, permitiendo en palabras del f\u00edsico y matem\u00e1tico Roger Penrose\u00a0\u00a0\u201cque una se\u00f1al sea enviada desde alg\u00fan acontecimiento al pasado del mismo suceso.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/0\/01\/Costa%27s_surface.gif\/640px-Costa%27s_surface.gif\" width=\"541\" height=\"406\" \/><\/p>\n<p style=\"text-align: justify;\">En\u00a0la Teor\u00eda\u00a0de\u00a0la Relatividad\u00a0se admite un espacio tetradimensional, con tres coordenadas espaciales y una temporal. Como no es posible representar en nuestra realidad semejante espacio de cuatro dimensiones, realizaremos una\u00a0\u00a0aproximaci\u00f3n representando por un plano el espacio tridimensional, m\u00e1s una coordenada temporal. Las soluciones temporales abiertas para expresar la evoluci\u00f3n de un punto ser\u00eda una gr\u00e1fica del tipo:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-B5sveQMGDdk\/TlKZpq7I-2I\/AAAAAAAAAG4\/J7KtWf92I6w\/s400\/lineas+espacio+tiempo.jpg\" alt=\"\" \/><\/p>\n<p style=\"font-weight: 400;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Donde el pasado estar\u00eda interrelacionado con el futuro.<\/p>\n<p>&nbsp;<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<blockquote>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"John Richard Gott - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Fue Nikola Tesla un viajero del tiempo que vino del futuro? - Mundo oculto\" width=\"379\" height=\"256\" \/><\/div>\n<div><img decoding=\"async\" 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\" alt=\"Fue Nikola Tesla un viajero del tiempo que vino del futuro? | Oldcivilizations's Blog\" \/><img decoding=\"async\" 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\" alt=\"Fue Nikola Tesla un viajero del tiempo que vino del futuro? | Oldcivilizations's Blog\" \/><\/div>\n<div>\n<div><\/div>\n<div><a title=\"Fue Nikola Tesla un viajero del tiempo que vino del futuro? | Oldcivilizations's Blog\" href=\"https:\/\/oldcivilizations.wordpress.com\/2015\/07\/07\/fue-nikola-tesla-un-viajero-del-tiempo-que-vino-del-futuro\/\" target=\"_blank\" rel=\"noopener\" data-ved=\"0CAkQjhxqFwoTCPi8pcmngvECFQAAAAAdAAAAABAU\">Fue Nikola Tesla un viajero del tiempo que vino del futuro?<\/a><\/div>\n<div><\/div>\n<\/div>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"NP (clase de complejidad) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/--BlRelYQvQg\/TvvOcJABa4I\/AAAAAAAAAIo\/D_XxysCM95k\/s1600\/250px-Complexity_classes_es.svg.png\" alt=\"\" \/><\/p>\n<div style=\"text-align: justify;\"><strong><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Clase de complejidad P<\/em><\/strong><\/div>\n<blockquote>\n<div><strong><em>\u00a0<\/em><\/strong><\/div>\n<div style=\"text-align: justify;\">&#8220;Cuando el tiempo de ejecuci\u00f3n de un\u00a0algoritmo, es por\u00a0cual se obtiene una soluci\u00f3n al problema, es menor que el cierto valor calculado partiendo del n\u00famero de variables incluidas, normalmente son variables de entrada, utilizando una\u00a0<a title=\"Polinomio\" href=\"http:\/\/es.wikipedia.org\/wiki\/Polinomio\">f\u00f3rmula polin\u00f3mica<\/a>, se puede decir que el problema lo podemos resolver en un\u00a0tiempo polin\u00f3mico.&#8221;<\/div>\n<\/blockquote>\n<div><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/acf.geeknetic.es\/imgw\/imagenes\/noticias\/15091-ordenador-cuantico-1-w00w.jpg?f=webp\" alt=\"El ordenador cu\u00e1ntico de IonQ supera al de Google en rendimiento y se postula como el m\u00e1s potente del mundo\" width=\"497\" height=\"298\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">Si en el futuro se consigue construir el ordenador cu\u00e1ntico que tenemos en Mente&#8230; \u00a1El paso ser\u00e1 asombroso!\u00a0Un ordenador que\u00a0 te dar\u00e1 en segundos m\u00faltiples soluciones a un problema complejo planteado. Nos cambiar\u00e1 el mundo.<\/div>\n<\/blockquote>\n<div><\/div>\n<div style=\"text-align: justify;\"><span style=\"text-align: justify;\">Hace ya una d\u00e9cada que el f\u00edsico Dave Bacon, que en la actualidad trabaja para Google, demostr\u00f3 que la mejor forma de resolver r\u00e1pidamente todo un grupo de problemas de la F\u00edsica (llamados\u00a0<\/span><strong style=\"text-align: justify;\">NP-completo<\/strong><span style=\"text-align: justify;\">) y que tra\u00edan de cabeza a los matem\u00e1ticos, era utilizando un\u00a0<\/span><a style=\"text-align: justify;\" href=\"http:\/\/www.abc.es\/ciencia\/abci-google-arranca-primer-ordenador-cuantico-comercial-201512101157_noticia.html\">ordenador cu\u00e1ntico<\/a><span style=\"text-align: justify;\">\u00a0que\u00a0<\/span><strong style=\"text-align: justify;\">se desplazara a trav\u00e9s del tiempo. \u00bfLa raz\u00f3n<\/strong><span style=\"text-align: justify;\">? El hipot\u00e9tico ordenador de Bacon podr\u00eda moverse con libertad a trav\u00e9s de una serie de &#8220;curvas cerradas de tiempo&#8221;, atajos en el tejido espaciotemporal que se curvan sobre s\u00ed mismos. La <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general en efecto, permite que dichos caminos puedan existir a trav\u00e9s de las contorsiones en el espacio-tiempo que conocemos como <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a>.<\/span><\/div>\n<div><\/div>\n<\/div>\n<div>\n<blockquote><p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Enviar un mensaje bloqueado al futuro podr\u00eda ser \u00fatil para la computaci\u00f3n cu\u00e1ntica\" width=\"458\" height=\"250\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00bfPero para qu\u00e9 enviar un mensaje en el tiempo y bloquearlo despu\u00e9s para que nadie pueda leer su contenido?<\/strong>\u00a0Sencillamente porque el procedimiento podr\u00eda ser la clave que se necesitaba para resolver problemas que, actualmente, no tienen soluci\u00f3n alguna. Y es que incluso un mensaje &#8220;sin abrir&#8221; puede resultar tremendamente \u00fatil, especialmente si los cient\u00edficos &#8220;entrelazan&#8221; el mensaje con alg\u00fan otro sistema antes de enviarlo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cient\u00edficos prueban que el entrelazamiento cu\u00e1ntico es real\" \/><img decoding=\"async\" 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\" alt=\"Confirman el entrelazamiento cu\u00e1ntico gracias a la luz de una estrella\" \/><\/p>\n<blockquote>\n<h3 style=\"text-align: justify;\">&#8220;El entrelazamiento cu\u00e1ntico ha sido confirmado gracias a los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> de una luz emitida hace 600 a\u00f1os por una estrella lejana. Un equipo de f\u00edsicos demuestra as\u00ed que el entrelazamiento cu\u00e1ntico no tiene explicaci\u00f3n fuera de la mec\u00e1nica cu\u00e1ntica, ya que pensar lo contrario supondr\u00eda que alguien estableci\u00f3 en el espacio exterior un mecanismo de interferencia, mucho antes del experimento realizado ahora.&#8221;<\/h3>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/unamglobal.unam.mx\/wp-content\/uploads\/2022\/10\/entrelazamiento.jpg\" alt=\"Qu\u00e9 es el entrelazamiento cu\u00e1ntico y para qu\u00e9 puede servir? - UNAM Global\" width=\"534\" height=\"300\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Como se sabe, el\u00a0<a href=\"http:\/\/www.abc.es\/ciencia\/20130527\/abci-fisicos-logran-entrelazar-particulas-201305270941.html\">entrelazamiento cu\u00e1ntico<\/a>\u00a0es un efecto extra\u00f1o que es posible solo en el mundo de la F\u00edsica subat\u00f3mica, y consiste en una suerte de &#8220;comunicaci\u00f3n instant\u00e1nea&#8221; entre part\u00edculas que, como si fueran hermanos gemelos diminutos, &#8220;saben&#8221; al instante lo que le ha sucedido a las dem\u00e1s part\u00edculas entrelazadas y reaccionan al instante, sin importar la distancia que las separe. Y lo que proponen los investigadores es precisamente eso, crear un entrelazamiento entre el mensaje enviado a trav\u00e9s del tiempo y el sistema del laboratorio. Una correlaci\u00f3n que podr\u00eda alimentar y potenciar la computaci\u00f3n cu\u00e1ntica.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_wr0SFqVCuyM\/SQEVugiWUDI\/AAAAAAAAARM\/fLxopKjv2v0\/w1200-h630-p-k-no-nu\/cct.jpg\" alt=\"UM Cient\u00edfica: Curva cerrada de tipo tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">Sin embargo, las\u00a0<a href=\"http:\/\/www.abc.es\/20110726\/ciencia\/abci-fisicos-confirman-viajar-tiempo-201107261241.html\">curvas temporales cerradas<\/a>\u00a0conllevan no pocos problemas. En general, los f\u00edsicos creen que, aunque son te\u00f3ricamente posibles, algo debe de estar evitando que ese tipo de desplazamientos temporales se produzcan en la Naturaleza. De otra forma, argumentan, podr\u00edan darse todo tipo de paradojas, entre ellas la cl\u00e1sica de que\u00a0<strong>alguien podr\u00eda viajar al pasado y matar a su abuelo, impidiendo as\u00ed su propia existencia<\/strong>.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/v7lsVEx.png\" width=\"561\" height=\"461\" \/><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">Y no solo es la familia la que estar\u00eda amenazada por unos viajes as\u00ed. En efecto, romper el flujo temporal, dejando a un lado el principio de causalidad (un acontecimiento causa otro, que causa otro, y otro&#8230;) tambi\u00e9n puede tener consecuencias para la propia F\u00edsica cu\u00e1ntica. A lo largo de las dos d\u00e9cadas pasadas los investigadores han mostrado hasta la saciedad que los principios mismos sobre los que se basa la F\u00edsica Cu\u00e1ntica se quiebran en pedazos ante la presencia de curvas temporales cerradas. Por ejemplo, se puede quebrar el <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a>, que establece la imposibilidad de conocer al mismo tiempo determinados pares de magnitudes f\u00edsicas de una part\u00edcula (como la velocidad y el momento). O incluso dejar a un lado el\u00a0<strong>Teorema de no Clonaci\u00f3n<\/strong>, que dice que los estados cu\u00e1nticos no se pueden copiar y que constituye uno de los pilares m\u00e1s s\u00f3lidos de la Mec\u00e1nica Cu\u00e1ntica.<\/p>\n<h2 style=\"text-align: justify;\">Evitar las paradojas<\/h2>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"http:\/\/dosdisparos.com\/wp-content\/uploads\/2014\/06\/contact-Hokaido-wormhole-device.jpg\" alt=\"Resultado de imagen de Paradojas de los viajes en el tiempo\" \/><img decoding=\"async\" src=\"https:\/\/www.cineycine.com\/archivos\/2021\/01\/contact-maquina-comunicacion.jpg\" alt=\"Cr\u00edtica de Contact\" \/><\/p>\n<p><strong>\u00a0 \u00a0 \u00a0 M\u00e1quina del Tiempo construidas con planos enviados por los extraterrestres<\/strong><\/p>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">\u00a0 \u00a0La m\u00e1quina del Tiempo de la pel\u00edcula Contac que llev\u00f3 a la hero\u00edna a miles de millones de a\u00f1os luz de la Tierra<\/p>\n<p style=\"text-align: justify;\">Sin embargo, el nuevo trabajo muestra que un ordenador cu\u00e1ntico ser\u00eda capaz de resolver problemas hasta ahora irresolubles si en vez de por curvas cerradas, se desplazara a trav\u00e9s de\u00a0<strong>&#8220;curvas temporales abiertas&#8221;<\/strong>, que no crean los problemas de causalidad anteriormente descritos. Esto se debe a que dichas curvas no permiten la interacci\u00f3n directa con cualquier cosa en el propio pasado del objeto: las part\u00edculas viajeras del tiempo (o, para ser m\u00e1s exactos, los datos que contienen) nunca interaccionar\u00edan con s\u00ed mismas.<\/p>\n<p style=\"text-align: justify;\">Pra Mila Gu, de la Universidad de Singapur y director de la investigaci\u00f3n, de esta forma &#8220;evitamos las paradojas cl\u00e1sicas, como la de los abuelos, aunque seguimos consiguiendo todos esos resultados extra\u00f1os&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Especulando : Blog de Emilio Silvera V.\" width=\"482\" height=\"274\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Cada vez que presentamos la idea -afirma por su parte Jayne Thompson, coautor de la investigaci\u00f3n- todo el mundo dice que no hay forma de que esto pueda tener un efecto&#8221;. Pero s\u00ed que la hay. Las part\u00edculas enviadas de esta forma a trav\u00e9s de un bucle temporal pueden, de hecho, ganar un enorme poder de &#8220;super computaci\u00f3n&#8221;, incluso si jam\u00e1s interact\u00faan con nada del pasado. &#8220;La raz\u00f3n se debe a que algunos datos se almacenan en las correlaciones de entrelazado: y esto es precisamente lo que estamos aprovechando&#8221;, asegura Thompson.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, no todos los f\u00edsicos piensan que estas l\u00edneas de tiempo abiertas tengan m\u00e1s posibilidades de manifestarse en el Universo f\u00edsico que las l\u00edneas cerradas. Y pueden que tengan raz\u00f3n. Uno de los principales argumentos en contra de la existencia de curvas temporales cerradas es que nadie, que sepamos, nos ha visitado nunca desde el futuro. Un argumento que, por lo menos, no es v\u00e1lido con las curvas temporales abiertas, ya que en ellas<strong>\u00a0cualquier mensaje procedente del futuro resultar\u00eda bloqueado.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Publica: Emilio Silvera V.<\/strong><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F09%2F08%2F%25c2%25bfpueden-llegarnos-mensajes-del-futuro-10%2F&amp;title=%C2%BFPueden+llegarnos+mensajes+del+futuro%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F09%2F08%2F%25c2%25bfpueden-llegarnos-mensajes-del-futuro-10%2F&amp;title=%C2%BFPueden+llegarnos+mensajes+del+futuro%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Otros hablan de la posibilidad de recibir mensajes del Futuro. Lo cierto es que&#8230; \u00a1Por imaginar que no quede! &nbsp; \u00a0 \u00a0 \u00a0 \u00a0 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26567"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=26567"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/26567\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=26567"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=26567"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=26567"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}