{"id":27453,"date":"2025-10-25T04:45:24","date_gmt":"2025-10-25T03:45:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27453"},"modified":"2025-10-25T04:45:26","modified_gmt":"2025-10-25T03:45:26","slug":"el-universo-de-ayer-%c2%a1el-universo-de-hoy-%c2%bfy-el-de-manana-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/25\/el-universo-de-ayer-%c2%a1el-universo-de-hoy-%c2%bfy-el-de-manana-2\/","title":{"rendered":"El Universo de Ayer&#8230;\u00a1El Universo de Hoy! \u00bfY, el de ma\u00f1ana?"},"content":{"rendered":"<p style=\"text-align: justify;\">Para los babilonios,\u00a0 incluso la existencia del universo era un hecho contingente, algo que pod\u00eda suceder. Estamos aqu\u00ed porque Marduk gan\u00f3 su batalla contra el monstruo. Si no hubiera sido as\u00ed, todav\u00eda prevalecer\u00eda el caos primordial. No hubiera habido ni tierra ni cielos y, por supuesto, seres humanos que se maravillasen ante la creaci\u00f3n. As\u00ed, los aspectos m\u00e1s importantes del mundo dependen de suscesos a los que no se aplica ninguna ley inmutable.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Index of \/ARTE\/UNIVERSAL\/EDAD ANTIGUA\/MESOPOTAMIA\/ESCULTURA\" width=\"336\" height=\"177\" \/><img decoding=\"async\" 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\" alt=\"laguinda-bakery.com | Los cilindro-sello Mesopot\u00e1micos | laguinda-bakery.com\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0Marduk y Tiamat. Impronta de un cilindro-sello babil\u00f3nico<\/strong><\/p>\n<p style=\"text-align: justify;\">El universo s\u00f3lo pod\u00eda ser controlado por los dioses, y los dioses s\u00f3lo pod\u00edan ser inducidos a atender a las necesidades humanas mediante el uso de rituales. Sospecho que los &#8220;universos de esp\u00edritus y dioses&#8221; proporcionaban mucha m\u00e1s gratificaci\u00f3n emocional a los que cre\u00edan en ellos de la que nuestro universdo nos proporciona a nosotros que, habiendo llegado a comprender, m\u00e1s que gratificarnos lo que hace es asombrarnos y, s\u00f3lo nos gratifican los descubrimientos que de la Naturaleza vamos conquistando. Despu\u00e9s de todo, el universo de los babilonios era un lugar en el que las cosas que suced\u00edan eran muy humanas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Mesopotamia | Lampuzo | P\u00e1gina 3\" width=\"305\" height=\"175\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTF5IeEKtsrl2fa2KASbGPbyK-LHHuviIW64w&amp;usqp=CAU\" alt=\"Index of \/ARTE\/UNIVERSAL\/EDAD ANTIGUA\/MESOPOTAMIA\/ESCULTURA\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El atractivo de todas estas viejas creencias (de alguna manera) no ha desaparecido ni siquiera ahora, en nuestro tiempo actual. Una gran parte del movimiento contracultural de los sesenta implicaba un rechazo de la cultura racional y cient\u00edfica de la Norteam\u00e9rica moderna que comenzaba a florecer con fuerza y una vuelta a una visi\u00f3n m\u00e1s m\u00edtica del universo.<\/p>\n<p style=\"text-align: justify;\">No obstante, por muy satisfactorios emocionalmente que fueran los viejos sistemas, dejaba mucho que desear en el terreno intelectual. Batalla o no batalla en el mundo inferior, el Sol sale cada ma\u00f1ana. Los movimientos de las estrellas y de los planetas pueden depender del humor de los dioses, pero son regulares y predecibles. De alg\u00fan modo, la yuxtaposici\u00f3n de las verdades muy personales y contingentes de los antiguos universos con el comportamiento regular de los cielos parece dif\u00edcil de explicar, al menos para las mentes del siglo XXI.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Origen del mundo seg\u00fan la mitolog\u00eda griega \u00bb Ent\u00e9rese!!\" \/><img decoding=\"async\" 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\" alt=\"EL ORIGEN DEL UNIVERSO (BASADO EN LA MITOLOG\u00cdA GRIEGA) by ghyna llopiz 1\u00ba bachiller on Prezi Next\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Fueron los griegos los primeros que concibieron un universo algo parecido al que concebimos hoy. Sus ideas se caracterizaban por un vivo escepticismo. Por ejemplo,\u00a0 en una generaci\u00f3n anterior a Arquitas, el historiador Her\u00f3doto hizo un viaje por Egipto. Le mostraron un templo en el que los sacerdotes pon\u00edan comida para el dios todas las noches. La comida hab\u00eda desaparecido siempre por la ma\u00f1ana, hecho que presentaban a Her\u00f3doto como demostraci\u00f3n de la existencia del dios.<\/p>\n<p style=\"text-align: justify;\">&#8220;Yo no v\u00ed ning\u00fan dios -coment\u00f3-, pero si\u00a0 vi muchas ratas junto a la base de la estatua.&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a1Es dif\u00edcil no encontrar simp\u00e1tico a alguien que piensa de ese modo!<\/p>\n<p style=\"text-align: justify;\">Este tipo de mente inquisitiva condujo a los griegos a un universo que era notablemente diferente de los que hemos podido conocer que representaban civilizaciones m\u00e1s antiguas. Y su trabajo era tan impresionante que sigui\u00f3 siendo la versi\u00f3n aceptada de los cielos hasta despu\u00e9s del Renacimiento, casi mil quinientos a\u00f1os y, ante eso, me tengo que preguntar: \u00bfDurar\u00e1 tanto tiempo nuestra actual visi\u00f3n del Universo?<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Claudio Ptolomeo \u2014 Astronoo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Claudio Ptolomeo y la teor\u00eda de las esferas (Tolomeo)\" width=\"304\" height=\"256\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Claudio Tolomeo, es el hombre en el que se piensa siempre como expositor de la astronom\u00eda griega, vivi\u00f3 en Alejandr\u00eda en el siglo II d. C., y trabajaba en el Museo de Alejandr\u00eda que funcionaba en cierto modo como un moderno centro de investigaci\u00f3n y laboratorio gubernamental.<\/p>\n<p style=\"text-align: justify;\">Tolomeo recopil\u00f3 las mediciones de sus antecesores griegos y babilonios, hizo algunas por s\u00ed mismo y utiliz\u00f3 el trabajo previo para producir un modelo de universo que explicara todo lo que hab\u00eda sido observado y, como es natural, si pensamos en los medios que ten\u00eda, puso a la Tierra en el centro, mientras que esferas de cristal giraban siendo portadoras del Sol, de la Luna, de los planetas y de las estrellas.<\/p>\n<p style=\"text-align: justify;\">Explicar aqu\u00ed ahora lo que era el universo de Ptolomeo no parece lo m\u00e1s adecuado por lo sabido del tema. Sin embargo, s\u00ed es preciso decir que, estaba basado en el supuesto t\u00e1cito del\u00a0 geocentrismo, y, aunque algunos cient\u00edficos griegos, como Pit\u00e1goras e Hiparco, sugirieron que el Sol no deber\u00eda ocupar un lugar central en el cosmos, pocos hicieron caso a sus argumentos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"FORMULATIONS OF EINSTEIN EQUATIONS\" width=\"481\" height=\"360\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Despu\u00e9s de aquello, como todos con0cemos, llegaron Galileo, Tycho Brahe y Kepler&#8230;<a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> y <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> que nos trajeron un Universo muy diferente. Se explicaba las \u00f3rbitas de los planetas, se descubri\u00f3 la Gravedad causada por las grandes masas como las galaxias, estrellas y planetas, se habl\u00f3 de c\u00f3mo se curvaba el espacio-tiempo, se conocieron los cu\u00e1sares, las estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> y, en defintiiva, supimos que estamos en un universo en expansi\u00f3n donde la materia y la energ\u00eda est\u00e1 representada por la materia y las interacciones de fuerzas que interact\u00faan entre s\u00ed.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Los pr\u00f3ximos telescopios espaciales chinos para el estudio de exoplanetas - Eureka\" width=\"397\" height=\"204\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRvjrPyfjBKQXLL4D7UuE5mNl5jLjww2EjsYQ&amp;usqp=CAU\" alt=\"Las 8 misiones espaciales m\u00e1s caras de la historia | Life - ComputerHoy.com\" width=\"321\" height=\"211\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Telescopio Gigante de Magallanes - Wikipedia, la enciclopedia libre\" width=\"372\" height=\"209\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Telescopios Gigantes en Chile\" width=\"345\" height=\"218\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es cierto, el acto de explorar modifica la perspectiva del explorador. As\u00ed ha sucedido con la investigaci\u00f3n cient\u00edfica de los extremos de las escalas, desde la grandiosa extensi\u00f3n del espacio cosmol\u00f3gico hasta el &#8220;mundo&#8221; infinitesimal y vertiginosamente enloquecido de las part\u00edculas subat\u00f3micas y del \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">La exploraci\u00f3n del \u00e1mbito de las galaxias extendi\u00f3 nuestro alcance de visi\u00f3n en un factor de 10<sup>26<\/sup>\u00a0veces mayor que nuestra propia escala humana, y produjo la revoluci\u00f3n que llamamos <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la cual revel\u00f3 que la visi\u00f3n newtoniana del mundo s\u00f3lo era una imagen local y peque\u00f1a en un universo m\u00e1s vasto donde el espacio es curvo y el tiempo se hace flexible. La exploraci\u00f3n del dominio subat\u00f3mico nos llev\u00f3 lejos en el \u00e1mbito de lo muy peque\u00f1o, a unos 10<sup>-15<\/sup>\u00a0de la escala humana, y tambi\u00e9n signific\u00f3 una revoluci\u00f3n, la de la f\u00edsica cu\u00e1ntica que vino a cambiarlo todo en ese dominio infinitesimal.<\/p>\n<p>&nbsp;<\/p>\n<p><center><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.nucleares.unam.mx\/%7Evieyra\/orbital.rebanada.jpeg\" alt=\"\" width=\"275\" height=\"260\" align=\"BOTTOM\" \/><\/center><center><\/center><\/p>\n<p style=\"text-align: justify;\">Aunque la semilla la puso Planck en 1900, fue a partir de 1930 cuando la mec\u00e1nica cu\u00e1ntica se aplic\u00f3 con mucho \u00e9xito a problemas relacionados con n\u00facleos at\u00f3micos, mol\u00e9culas y materia en estado s\u00f3lido. La mec\u00e1nica cu\u00e1ntica hizo posible comprender un extenso conjunto de datos, de otra manera enigm\u00e1ticos. Sus predicciones han sido de una exactitud notable. Ejemplo de esto \u00faltimo es la incre\u00edble precisi\u00f3n de 17 cifras significativas del momento magn\u00e9tico del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> calculadas por la EDC (Electrodin\u00e1mica Cu\u00e1ntica) comparadas con el experimento.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dualidad onda corp\u00fasculo - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Dualidad onda-part\u00edcula (o el electr\u00f3n como onda en el espacio de momentos) - La Ciencia de la Mula Francis\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Imagen ilustrativa de la dualidad onda-part\u00edcula, en el que se aprecia c\u00f3mo un mismo fen\u00f3meno puede ser percibido de dos modos distintos. La mec\u00e1nica cu\u00e1ntica describe, en su visi\u00f3n m\u00e1s ortodoxa, c\u00f3mo en cualquier sistema f\u00edsico \u2013y por tanto, en todo el universo- existe una diversa multiplicidad de estados, los cuales habiendo sido descritos mediante ecuaciones matem\u00e1ticas por los f\u00edsicos, son denominadoss estados cu\u00e1nticos. De esta forma la mec\u00e1nica cu\u00e1ntica puede explicar la existencia del \u00e1tomo y desvelar los misterios de la estructura at\u00f3mica, tal como hoy son entendidos; fen\u00f3menos que no puede explicar debidamente la f\u00edsica o m\u00e1s propiamente la mec\u00e1nica cl\u00e1sica.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 lejos quedan los babilonios y el universo de Marduk!<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 simple se ve ahora el universo de Tolomeo!<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-p0oibUYEas0\/TV5lDKadpII\/AAAAAAAAAAc\/S_27naEuN2I\/s1600\/Teor%25C3%25ADa+de+la+Relatividad+cono_de_luz.png\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">El desarrollo de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial cre\u00f3 un escenario nuevo. Una de las conclusiones del trabajo de Eisntein es que ning\u00fan objeto -de hecho, ninguna influencia o perturbaci\u00f3n de ninguna clase- puede viajar a una velocidad mayor que la de la luz. Sin embargo, como hemos podido leer muchas veces, la teor\u00eda universal de la gravedad de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, que experimentalmente funciona tan bien y es tan grata para la intuici\u00f3n, habla de influencias que se transmiten en el espacio a grandes distancias instant\u00e1neamente. De nuevo fue <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> el que intervino en el conflicto y lo resolvi\u00f3 ofreciendo un nuevo concepto de la Gravedad en su teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>.<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">As\u00ed, nuestro mundo cambi\u00f3 de nuevo y ahora, se rige por estas dos leyes: Cu\u00e1ntica y Relativista que son las que marcan las pautas de la Ciencias f\u00edsicas y Cosmol\u00f3gicas. \u00bfC\u00f3mo veremos el Universo dentro de un milenio? Seguramente nos parecer\u00e1 el universo de hoy, tan atrasado como nos parece hoy el de Tolomeo.<\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-BJuiYlyBF7I\/TcLnnw4crtI\/AAAAAAAABm8\/_xxh7MZ_Ip0\/s1600\/einstein-y-el-universo.jpg\" alt=\"\" width=\"449\" height=\"337\" \/><\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">No es s\u00f3lo que el Espacio y el Tiempo est\u00e9n influidos por el estado del movimiento del observador, sino que, adem\u00e1s, pueden alabearse y curvarse como respuesta a la presencia de materia o energ\u00eda. Tales distorsiones en la estructura del Espacio y el Tiempo, transmiten la fuerza de Gravedad de un lugar a otro que, m\u00e1s cercano o m\u00e1s lejano, recibe la influencia de esta fuerza fundamental. As\u00ed que, desde entonces no se puede ya pensar que el Espacio y el Tiempo sean un tel\u00f3n de fondo inamovible e inerte en el que se desarrollan los sucesos del universo; al contrario, seg\u00fan la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, son actores de primera fila que desempe\u00f1an un papel \u00edntimamente ligado al desarrollo de todos los hechos que en el universo ocurren.<\/p>\n<p align=\"JUSTIFY\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" 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\" alt=\"1 - Curso de Relatividad General - YouTube\" \/><img decoding=\"async\" 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\" alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p align=\"JUSTIFY\">\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Una vez m\u00e1s\u00a0 el modelo se repite: el descubrimiento de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, aunque resuelve un conflicto, nos lleva a otro. A lo largo de tres d\u00e9cadas a partir de 1900, los f\u00edsicos desarrollaron la mec\u00e1nica cu\u00e1ntica en respuesta a varios problemas\u00a0 evidentes que se pusieron de manifiesto cuando los conceptos de la f\u00edsica del siglo XIX se aplicaron al mundo microsc\u00f3pico.<\/p>\n<p align=\"JUSTIFY\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Del modelo est\u00e1ndar \u2014 Cuaderno de Cultura Cient\u00edfica\" width=\"438\" height=\"417\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En el Modelo Est\u00e1ndar no cabe la Gravedad<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Como he mencionado anteriormente, el tercer conflicto, el m\u00e1s trascendental, surge de la incompatibilidad entren la mec\u00e1nica cu\u00e1ntica y la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general. La forma geom\u00e9trica ligeramente curvada del espacio, que aparece a partir de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, es incompatible con el comportamiento microsc\u00f3pico irritante y fren\u00e9tico del universo que se deduce de la mec\u00e1nica cu\u00e1ntica.<\/p>\n<p align=\"JUSTIFY\">\n<blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ESC\u00daCHATE... QUIERO DECIRTE ALGO! 6 - UN POCO, Y UN POCO M\u00c1S CADA D\u00cdA. - Wattpad\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">\u00a0 \u00a0 Un amigo tiene en sus manos la teor\u00eda luz-luz&#8230; \u00bfSer\u00e1 el futuro?<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Y, volvemos otra vez al principio: Tenemos que persistir en aquellos trabajos de los a\u00f1os ochenta, cuando se present\u00f3 la soluci\u00f3n que ofrec\u00eda la teor\u00eda de cuerdas para este tercer conflicto o problema. En realidad, es el mayor conflicto que se nos presenta en la f\u00edsica moderna. Necesitamos ya, para poder explicar muchas cosas y seguir avanzando, una teor\u00eda cu\u00e1ntica de la gravedad. Estamos parados, no podemos avanzar como ser\u00eda deseable y, desde luego muchas son las iniciativas que se intentan: Teor\u00eda de Cuerdas, Teor\u00eda Luz-luz (energ\u00eda-masa) y otras muchas que est\u00e1n, en la mente de los mejores f\u00edsicos del mundo pero que no acaban de germinar.<\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El universo es la cosa m\u00e1s simple del universo&quot;: Neil Turok, el f\u00edsico que desaf\u00eda la teor\u00eda del Big Bang - BBC News Mundo\" width=\"373\" height=\"209\" \/><img decoding=\"async\" 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\" alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p align=\"JUSTIFY\">\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Esperemos que pronto salgan a la luz esas ideas y pensamientos que nos lleven hacia una ciencia f\u00edsica del futuro en la que, nuevos paradigmas vengan a jubilar (cari\u00f1osamente lo digo) a estas dos que ahora son el soporte de todo: \u00a1Cu\u00e1ntica y Relatividad! y, me pregunto yo: \u00bfHabr\u00e1 algo m\u00e1s despu\u00e9s de esas dos teor\u00edas que, llevando un siglo en el candelero, piden a gritos que las jubilemos?<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\">Mi abuelo ten\u00eda un cabrito, dijo que lo iba a matar, que del pellejo har\u00eda un pandero&#8230;<\/p>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><strong>\u00a1Lo que sea sonar\u00e1!<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\" align=\"JUSTIFY\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\n<div 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Estamos aqu\u00ed porque Marduk gan\u00f3 su batalla contra el monstruo. Si no hubiera sido as\u00ed, todav\u00eda prevalecer\u00eda el caos primordial. No hubiera habido ni tierra ni cielos y, por supuesto, seres humanos que se maravillasen ante la creaci\u00f3n. As\u00ed, [&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\/27453"}],"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=27453"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27453\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27453"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27453"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27453"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}