{"id":27368,"date":"2021-11-09T04:28:36","date_gmt":"2021-11-09T03:28:36","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27368"},"modified":"2021-11-09T04:37:40","modified_gmt":"2021-11-09T03:37:40","slug":"leido-por-ahi-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/11\/09\/leido-por-ahi-3\/","title":{"rendered":"Le\u00eddo por ah\u00ed"},"content":{"rendered":"<p style=\"text-align: justify;\">Se han llevado a cabo muchos modelos y las distintas teor\u00edas que circulan por ah\u00ed nos hablan de muchas cuestiones. Sin embargo, la Relatividad General predice que tiene que haber una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> en el pasado, y cerca de esa <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> la curvatura (del espacio) debe de ser muy alta; la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> cl\u00e1sica se anula, y habr\u00e1 que tomar en cuenta los efectos cu\u00e1nticos. A fin de comprender las condiciones iniciales del universo, debemos dirigirnos a la mec\u00e1nica cu\u00e1ntica, y el estado cu\u00e1ntico del universo determinar\u00e1 las condiciones del universo cl\u00e1sico.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTZDUtvUcmbeOviRKqVpVripIsvJMMiw7bX-2jOO7vaEOUyUBsY8Z1rU6dTm9xCo2LS3A&amp;usqp=CAU\" alt=\"Gal\u00e1xia datada do in\u00edcio do universo joga luz sobre nova teoria - Olhar  Digital\" \/><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">La lejana galaxia masiva que cuestiona las teor\u00edas de formaci\u00f3n del Universo<\/p>\n<p style=\"text-align: justify;\">&#8220;La historia habitual del\u00a0<strong>Universo<\/strong>\u00a0tiene un principio, un desarrollo y un final. Comenz\u00f3 con el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> hace 13.800 millones de a\u00f1os, cuando el\u00a0<strong>Universo<\/strong>\u00a0era peque\u00f1o, c\u00e1lido y denso. Luego, en una micro-fracci\u00f3n de segundo, ese\u00a0<strong>universo<\/strong>\u00a0se expandi\u00f3 mil millones de veces a trav\u00e9s de un proceso llamado &#8220;inflaci\u00f3n c\u00f3smica&#8221;.<\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRfw4zcOqXEOAQm_HNWcn0noV4zJKXrAePtJw&amp;usqp=CAU\" alt=\"Universo - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">En realidad, lo que all\u00ed surgi\u00f3 fue una descripci\u00f3n de evoluci\u00f3n c\u00f3smica de una extra\u00f1a belleza. Todas las l\u00edneas del universo divergen de la <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> de la g\u00e9nesis, como las l\u00edneas de longitud proceden del polo norte en el globo terr\u00e1queo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Algunos dicen que la pregunta de cu\u00e1ndo empez\u00f3 el Tiempo o cu\u00e1ndo terminar\u00e1 no tiene ning\u00fan sentido: &#8220;Si es correcta la afirmaci\u00f3n de que el espacio-tiempo es finito pero limitado (dijo Hawking en una ocasi\u00f3n), el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es m\u00e1s bien como el polo norte de la Tierra. Preguntar qu\u00e9 ocurre antes del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es como preguntas que ocurre en la superficie de la Tierra dos kil\u00f3metros al norte del Polo norte. Es una pregunta sin sentido.&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"el tiempo pasado presente y futuro\" \/><img decoding=\"async\" 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\" alt=\"Laberinto de ideas. Web de Noem\u00ed Risco, traductora literaria: La traducci\u00f3n  de mundos futuros\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Uno es el Tiempo que se fue, y, el otro, el Tiempo que vendr\u00e1<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">El tiempo imaginario, en opini\u00f3n de Hawking, era el tiempo de anta\u00f1o y el tiempo futuro, y el tiempo que nosotros conocemos no es m\u00e1s que la sombre de la simetr\u00eda rota del tiempo original. Cuando una calculadora contesta &#8220;error&#8221; si se le pregunta el valor de la ra\u00edz cuadrada de -1, nos est\u00e1 diciendo, a su modo, que ella pertenece a este universo, y no sabe como indagar en el universo como era antes del momento de la g\u00e9nesis. Y este es el estado de la ciencia, hasta que tengamos las herramientas para explorar el r\u00e9gimen muy diferente que prevalec\u00eda cuando empez\u00f3 el tiempo.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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a3bHlsWHHT9QdKo6TGGNlLIeuXVp2KG63ts3YdUOJsjOoTN9WA9EThortY+aG+tTIo9\/HA7+5tNLJvkEeOFCRkVzARO2lQUX2g+JxywGtZLLadvKuMkpTLAdLehHCeoTraWGjCYVAe0rmQQGB7knNNN2nEmWgD8aUPDcMqypNIgLkwlTzojKtKCHoBmICMMawSAMC0mqapLYPgj3YMz18zlSfspOaENmtIlHxpbbTw\/xghg3vd7GAgbhEWAjjYaJjkjnxwA18LLNoTVpgI5jHFrxt8UZrisa+XoKAAi53W1XkKTBiFrNTPxam0IOpiPCymyewhQzmhQE1w3ImFjd8qw6YJAcMgkqNbJC6+GB3B2T+j1ReHyj9jj9pWQPbAQTtZbeHLctWUTTlTqAjDxRZLpQ+8qAUIUR7xnxpa\/lJHpxq8taoREMdW7hHPDCaAGU6VjvTQcWaju15tsWtbKtwe5j\/EjmmDbOpEhX5HkzS0unumwWcjcKph819xwc7ySmCup8OxahXVfKEeGAU7rC1QzzoNtHkS4em2qtSsWm5eRliMTGIXKQTeeR6SYYmQp7umG41UZ09sUwLK+9ClCk7WR8Fyo66\/UEO\/XSoPL+AL0uKyMd9atROF4lEREbQr0FLXDJLU0h6SDuiqSvgLakxCfupFsVtASUCPQysyVSiWpEK0mJICYOuAL0ggERdKsXQKMlFCAqCEYRFFgQQNQYtfk\/ZwkzxLFD9YbJgvD4OAFuIxYIHwuKB1feMLc0fvoB\/ad6sx2B1tvGviDioIHcrrL3qzK+ZRQzYaSJ1COE09dW7QVhmYuG3+FlF2iDmN06vwN\/F8PraePt\/70oKljfxCzY5AQGluTYiHj0Rj7GOIJwGBL3u1n\/vkMebpe7yZtD9tWBrhD2KI66ehOQp79HyhlHX06khuB+\/L0xgEPUmASu9Cfj9KY1j97UR5N7QEQtvS\/f7fVJzEE4mlHN1MgkRLtIIqzTaU4JkKnWH5ZaC6CjpK65XTqkNhD6oRS9kPS+BXj60zaadTUujKANEy3kydVtTr+JjpO8HMfAFccecSjrsIR7yXbD0bfCZmiNk8XTs0c8SD3xNRG8Y2JqJ6IxwnbQNVi5YFeFDZaxXIJV2DAn1Xgg0thnEWSy4\/rAFNL7uRjCRoLL6eg5+FjhCpULxCuPAb4QYZKU9AtUrRERsSUZtdQRJ5QaVAm4HIfOUhNxNbD7OZ\/cHsocAEAio+kmWOX2ae+kT0isIaxIPSgPLjWolzWy9YMiBIaQWVXsYTTGqnnku+kDv9dvAr0YMmqA3EdjmnUI3dvQJVM62UoLtxS7sKENF2SE5aBK843NS++JZIciQBwlNDji2G+pNo9CGQjRAHnjEg4GJCFke+gMsOvJgCEMJeTCI2VAptG1wXdsGBH7vTVtAMJOHsRZ6IchpZYCao\/ELNs0z2FUoyYNApkAqBaIRBcy7X6FRz+QYo1YuQvqwJ9uYigsOGrUU2spASysJYkzLRtnBtuMgb7LcAgoYOxDmPqC19J7oxJpWY+L1H8\/bEt2tB1sFEVYGR5r5xWo8QqjvEmCrwAucydha0vzHfdFO5y3QEtyuGQxL5LoqymlJFjFOYSzaerBCxYu5BMVYpbtIZwVwF3gX\/1nvlxj8f08vNHL6xl7+\/kDq9yYj74oMX19r6bCyf1bTfvxOftIGAFleTQoZNGbOFNE49V2\/Wzwx0oEiD7o0fHUB\/HqZy1owDqhXM46nGag9dVLV+prTayGnFybuUl+nCqxNcq6VADp+N1txBymMV91JQtuzxUmXD9CvxgbqkIsVVzRtzMG2e5ruBDLRTXV3GWs5x6oVsJy4Xb7etpavzajz3V5n2u+glYmDvTa4oAe0ykLeCfS4EuzAhjiqTHDwJnKqrj3QdCsoDGXgUonwAjGZPGI6kMEeqBjd9hQVskGsy4MB5ZNJAztEENFVwQ8IfQqIEwIXYUdgQWgHstN0ou6oEkNQqxD0QUDsF93KYVMqX4ho2sTX+xibFZ4R5y0\/iCEWpSCcghqEv58H0WJcmYE0HNtMG7bUiqC+6Yx1NAdysx8pO2wENjJHaXbtEHFOyoailWNp6BKhHEBhdnM7a\/X1kRwnahZm4pZV6F1eT9OutaegdWB3PL6URyvksVaFWcimUtN0PKzNRMktcapMtYE60XQayk4tYUugm3ig9fSxEGVZIO5oA8fc6qqJNvATsdDVIQHZ562ke3FSm3HNAyaDFG7pwyAokQe5QvZQlg8tRPMFpFsuVF3MrZrRP2U0CDCD+s4gKCOSAyrspAWR64HgqbYnQeZMAPoIKclvYuTghHYSeJioRktsOvgQTNQC5ASTT+RAF0ufpKST5zTyLgd5UyQeoLWCxmdQVa4KuZx2OgPAO6XKaXC6jHpBPnhe0V6aEM6jCtrS0eSnrOSSQys70DDooT2oOZDZiP5HCx6IEx5Kwkz6nAdb2IyQR240BilRbcylZ22TqVnzoJBKiGkUXOkAtKbWAKUCLQoVyyFxHkiVLk5QR6jOCESyH4YGjGTiAbav0K9AcChNKTU7KWA6quvJWzQh4YL8+tYgoKYd9XdiSL0+zfWEhY\/Ntlchp2nOJKl6CqqFHUL8LkpwlkyJU1nZ82OSI7+cOFKRJ2CXiYdlKcvCisseFzGn5xUw9UobStQkQGX08qltjKtSGKKlDX2UG+TBFLxq2uoNcpqJc718bNI6QXma5zDIi46Lhpjh76FVJ0yqvpZI0cSjKEX3tXboT9mwbO0qPOn0rKeFZUE3cRd662P+w7UApzF\/meai52Dw9KIb9mRA4Yko7yWoYbLXe2IK8IXmrf9n0VO1tqH\/bsR+xXT5NZ\/lfM8z\/NZD\/dYrfhHnly9nL5bE76LnDm\/+KnOeMcyy8HvWrfDrJfg1Xi4AuPDaR2EX6WfbRdFn3rrRsm4pWPpajFMzhv7H4Fqmfuq1lmzowDKRhHoKaeCEa4U5DbhmgQTGk30SMC1a3juEalN93YD53bQ2YzmgxdstAmmKpIDSxdq1EPDrOohiVwIPsZAlgiErHEygt0HWn2GCdlaRhCoWDCaKOuJNUehovMsyDbB9LAGlARKBBVPPWxJIXVGDrsIH3SQdr7LFwND5gGVH5OOxAphoWWImWqKCYKrUDEUGUwG0SWVloFOKr08W9NJa3A3CjqXzdevlJIwrN4DCLnR3kGadZoiAJdCGYaHkvQxDhKlbGQkiJssLp0rTT9VJ0AnQfho4kJjjsE+mcZIlTkg2ZDDIbXVqF1C6ZRWF6jRr6lWaU0KtZpb4Zt8u2HaJItPqh1MjJ9t7mk2tMHcDad8tVHxvUToYxXay7thuKpgr9\/UJwtr+BS8dxHz\/Qs+AfUcdRRnI0r6qNhGjm6mrhxF0B3yRCtiepSkeSqY6dQhHpp2s000hig2PlWGqumh86mPVKYgHiAZBR7MjCz2Qcj9OJKjUab06rTUGNs0lsKMtSjeuHHtAJoIZgCifddQdswTLNSrY4yK6rdqBDpVOuXptPGBC1FpvC7UciHDWUtUohJYy6liqhSb1wO3aDih5ZXDzvpNOJT7Homdn+dQJaoQB8gCmoZ\/ZloqcMhPL6tjEA8y8PkUr2K1ArPzYE2HgoF0y5KMNaFmhQ4R2MKMlapaq5AqteMO2ttVRVZ3eolTALQtABI8cSvUR+ryJvmEwQKtGpB0YPRkq2xqJ21iMJFLHZrNTWlmqFGapenyQqLLNgjWtiR1XyggKNbXsgbxl9WO0xaHb1xNqAttWWPG2MPHDNK6sLa1QB7kfqknc1Pt+SDOyraaahr7XGcnbxANjqFexRxpnZFX+ADOBRpzqytsSWV6OnaPFlnSaShI5wzeBwro+Uos2X6kaQ1O3hbY0mnlRLFiDuAOtWFDw2SJzmDE\/FEEPUTOptgG6r0tarHVj1G96jqqsHu7R4gh00vEsQk6ooQStsNMxdKXbwWLGEa1LEae+Q2tVUO\/xMkmhSntxGIh4A37YwgxJXXC6KhMETE\/RwYpRb2KufqOLfc2kvriJro5+e31UNEnL5b34Hk20\/Sq9BCQR5d9ODUT9FBu8L3POr5V+U0IXkPnN52RDG9rQhja0oQ1taEMb2tCGNrSh10xMEIT16YFfOS6qDiS1hOUjewlr+DTdeoPTi4wgCPQFCr7hCSQNMKNMEE7XjdGr0Xm5\/vMF8\/Esqvp5OTwdoHKee0ITq8d+\/KLetVnvxUhffCnEalRKo\/j1vs7fIKlZ9goJtkRpuxra5nS8P3FBb8oAdIjKPkhF3hvQmhEo8xfOxzotih10sCQRWKEEWmipchcsWwG1E7ZAoKHRCG9ogVmoTkAJTShTTWWWH4FsghWnKotsGdRQp\/RUNWag2+ihct7QoiUrNEC1QkFvWh3Lp7FCUDGh0MZIIgbmxzM5yFuM78AibTD5qKyRAHT7MNZcDICc04ntQYi\/O0PaYzBGTlRGFoHk9bSXZoDaXK4UGGSOvyX7ld5vFapbOJmamIUxsuMJ9C07s0OLz8P1HbcnTfVcDezWkDX9gW0OrEnnrJn4VmHlek\/DMjTDKNH7nYlZ0g5i8MLIU3N9Kp4Nw0Q4awSemrnqtjhujTq9ME7NQu7rCc1cbGtyD8V5iKUWmn5g6xOdjuKRSGL2oRCVUeXTDNYAAxVYeFbGKWzTthMkN6Itwc8\/Yex5FDeX2+4HadhUIBm4kywHoafauYKVhWzuGzuuu2NtuTRWqPWxIuLErVKbdqBMoTvopmkHXy6G6Q6t6SM5oJFwV4VumvAVnLSPKQ\/cSTQCoQ9DCGhZDzafiR+iEJSp21d7HheYMMJ6Z2yMFcrTBjWbhgsebNHhVaCmW5wH4PfDwocpFMqQ9tgwzoO9LNt7WRYwUJZKKrDA3IJEF7p6D8Q+n9GJQ2z7fcyBpuqCuk+H2QxBKOOQSXpGPOhhdropFtftbFuwJYvdIS1DxUIPbR+s1OPLH3fo5CFT0OURTbgMaVf5Ni23mqgZOOFEErqGoXi02LNV0l55NgLD0zDt1PGMOKzbgl7g+0hYegrnQV\/tqH3kgbQ9hrGCwmZlficxzeRlF8KvKVI6A2Lg6uNwu+XmSc9xlcIutLNUIM+tsigJSwo7SPM+FOGYFkmNhAI6gVmJQ7vZmYbBnjmMxyQtW4MqQ8dtecLHme1qkClFuC3vA8YYh1UXojKbID\/xFTbGHMqjsGdSldRL7SZp4mljMAOrDMcu7b6uvJECO6K+F3jYJM0KFNLMRQd\/433QtzACuD6WH6z+ywrCKdGmYjCg1RGESFBKEEE0aUMyo8ln5LPRqcN1RZGxrkjhZfwniBre660WM1siE636YCUNm4RgaiDXQmZgfI2nJsjQUkTq47qAKVMkfA+q2g5xS4BBPYff1URBZpiyoTORpqcl2iYtYziTBuZbmAppaFGkE+\/oCBJTwaeWRDuKpVfvHhe9NXW76aTXrW\/rvc4Cf1guFKjXgQj8+1OrLRz8W1Rs0WnDpD4darliRFhs7FhtXV4KoLDcIk3J0\/vzaiHIwippBqfbnBcbSITFt68Yv2WL3eQUVKiz+8o8eNdj\/u\/BlAN7jasaXoHejwmnTF6I53K\/P190zmVvfW+TYsFiCZbHwXX94LUSvnrHEeuWsdy0xNv36Tr+pTzHDhCQsEJYSrry8v366yepAoMOVBBMkdA33itd7JQYqjDWRYYoBoiCLkLmIgTk3f5YoDUxVHJDnGInK3YZFCZeKAHyQFWqaJQML7\/eolMcKF0dbF9CVuqqi6HJCzmVvAdbPbGT52eZ9MKxjri5z9LKnYievucOq4EHQZpHfuFuiXkpJG5JiGYKZRYQao3KtCkUcs8eSlu22bdHrX5e5ZCnpe8pg8AlhMOmdk\/JdSjA9hCOOWoKRVbYes\/uQS\/LXcTi75gBtG7MqM+0GcUKrUmZaLqubhmentPa8aK1Y6lbaN8gGI31qeVQ79xHOBXTIq4RycRU2XZkKFuSbk3MoYCgrgQBS60rDq2z8XMrrBB29Sl0J\/Qt13JBtb3YShy9G05Af7Hzpd4gMSgl4HsVWvHYSU3oYTVa28iDAe3sHctTS7UiG3kQxR1P5ecIT4WxTQuLaOn+BEG0YW+JpRaVfm72GUbxgBm54qUWrTyKUlXVK+IBQkTdRh6gZdqxE99xjLHtlO8FDxD0V3Z8lp1V3DAM1CZsKXFTSboVnQqLppnqJ2iPuI7jiSMzpPMhCnEkuWQLpK6DbaFTShPF89PY3LdQDjCK5aLRcVYJmwRkhnoa2qnfhDx0ktBXU2Grm9hRpSDYk9LxixnRb5jMFG1mrF+F1lFFvsUM27JkS7TAkoAO\/4oZKrOuwWJJDPlhCCqYtl7bxr4lqGBlHZBiIYwUXWUUBe0fS1TsDj\/p1rAd6g8sRi1fNwwTXTo6Guj0pzh8x8o7J++ddtHiqw1+vGZqib8d5s2RpL0HOHFDG1rSEx8AYE+YEPWRVSuvX0Y9TYLj7KfW86\/dCuvL4bnDWtIvqZNes51nhWHEQF1boq8qa4PFzDR8cflG6ZfHNurLtd8abfbDp65rnyoY81Tpx5hIy9E7KwenxbR4VRjnpSAz037\/YZrs9BsAVebbo3qbQm2mC3amroWxHUdcziPI\/M1P7IVWljygk+rBM\/2+5ewZy29fZ6cR6CsLYsJHZGH040kAAAx0SURBVPjYAaFTVV1NFCRSnWC90xlOJyBW2xwEtvZuvtngd673Y+pSCgOTRiVjy5qUOriTAbhZL4LupKfz8Z2yVF1R7010lvdiJYOUQrhFDE7ZV7vBUI2hmmSUUJwRet4nAEFfIsBrUE5UuexZEPZyqMCZVpXl+8EUiyMmSSGoZSmpbs9D3iRj0exN+C6OQZmCUdIQG8SDxAVrWiqWO0H7NJjYkAYF1VBrQokKZjkxX3kAwm4uN95VJk14ZOpYEhwnhThGu2iLRmxpt2rkQq6W4o7QclMH2VX5LtghDzEAVphTUDM7hgENfMMOxGFrm9TCCKgNhBl4FtpjhVmCrxatETLHD0N+LGduwVlpBHLfySGw0DI5K23TLA6DTgK+gHiT9hFn+HprBK1tNYGUDmgNrH2RDjFCHugeOOlEgeiVedAdLts8yUEYZ47SG1p2mee+J0FfXOxaTi2I1YSvLi5b2NyDzMIfCgFRL++bLrKPTtPhOysqfSpodI6ozgWVIofWVpXnNEQMBVphYuWHNj8ioC9A3kFLYUy2iDXRINDPYkgS7GyngmaVe6ggXHy9iyCKPvsQOuifq9vA94S3aMN1qydPRuqr8mBNQaMcGGdlF0VAHDooeWpCJ6VuAaMBe5TvAOVgmwkenZtlVRFmxsa2Wwh7YOx0iAdZRPNUxNcECxXYkPQcoEMeQxtNjnELS+KBH41RRDoe8oCriLwDW1JBH7EgeyxQYWRs06ZQAcwIX1kwOpkfMkphBOIImWz7rgORPgKhlgMzB5XOJjr7Ggbj7Om0NLHC1EmiQuolMJCw7WJT5d9SCbzcTOVOUupansT08QMs6EDGEGmeVt2QhoSqZNGuMB0B0v4kd0kfMKi8vGMkSQy2l0MO\/qRC8zMiAWRi6XmCn\/R0J4bY0hIvF61yYlFXnHs505Oy3ljtuZQV3YohUlnlBeCBQIamGECWeBpm2nldA5JrW83YYmsbf2ZPB1kFPI2xkqnlSDCdQ\/rEbkS2HuNplPBkPtbeQjNIDvziRYvDhtZe+z8bbK9vLHxrxJ66e4rFz2P5i57M\/lyv96ku11vBCpyc+rJnl+QFlkCI2a8dDbY6Oea94MVypJvxHsh8evd+9pwlF73fyrstpr8WhPAVUv5OxlOQ8V2VQLAIOiJhca9rGBYojsBQx6sqIjZVQ5hv8Pksw3JVMFWqM0NUNUMl3G7QNtaeQBYHP7vIMrQuCFjrtcNSbcmEETAUTTcS+LZUMplECYM7AvhMEVXMgqBLKnToQz3oaL6lUXeEJDn2932\/r40rN5H31KywnUm8LezAKJ663Yk\/1vrOlJCrPoybnSwNaeQnm4Z7aWUL29HUir2sCWM6fhAR5yRuGojs+lDGFW3zFVPPQ0jZjTiHSj+PFXxZq0S0ic\/WfjiqsgQmUjoJ92Eij4PB0N5W1F68zdK3JBWMhryNNI2CcEyHdxTUH00FyPwpNgSTJt89v1+f84e4L+vsRdEe2oWZj2DWqBCsSR5GnJpBvYGVNrMaBWilUkTRFq1fsfhMUpi6JBFehRgkjSpbUkMalbUCWv9AJ+QQBBMRkTJ5AjbCMrB\/56n6L8mDziDSLZl\/OqsgfIp3dtTvpKC7uapbkqhO4poHdmdH17F1EA8KphAP5ASR9KQT8KF2Oo5\/gHIgTJRE0Wl2bohutS1Ns3myGSALuh15HCvEMmtAOHWNB33BKBE806ny8dviAeKQNE6UsdXXt\/m4uI9NPvacHXEHdpzSVUtrW9+zAsqQPlabnTR1hvX6lx1B97QdZ+KEQdyEoU8nbSGoc5pSLxz0oPBdGojH5HpRulwjMvTtVB9b4+5eJ6XDSVEO0HraxkaAPCjFUh4KSg9F0U\/ULc19exrSQiNGihToCNBhsqqgwupGLdaBVqQooEQSyBGfbwXFV2QMTh2YIoHJWjoTI52Wo+mM+VatE9VKYb7SRQeuPEGNW0m26F+YQNtb6WVyZNBkpqiDLoIJXUERoavpmim0uoBv0el7HW91sHcd7sITwGAd154C4uekUsOHesKArf0NfOfJFJ6CHc\/IzXuxLOGV6RfLQRgT9PdjlcFbo19KyWs+7HBDb41+tdpWi0tgNSDKnvRef3p6WP5JMVkeHLQM8YQqetJwf8uiRGdXuG4sIrhpRVbqZqlKDgo4+JuBKyB+YEx0gbVcCTFgCLGso1cqxqgPIwkDuS603DzmBYlcNxTAogBscfSjikFE7CAQWFauSAtQBzqicAZx7rZAj+mE07rHomg+iIhB1Wqgv01ObFsdS1eaEcgTEeFxR97p6moTqrhjdYCGYxHghDsWiM0MO4IhTBS\/Mi0Lym2EREqnu2d2Wmcdw+VfD0r8TryDSJECLEa+XNv090Ud4VBlqE2mjnV9T\/FdyF18bKlNEwh0TeiM9lTRk1gsIO7p+sj61Vy\/XuJn4ivVSJRLOpaiPsJ0Twv4R2D7icVXJisJyF4PhKoPieJnvLhY\/3SmB3pnfCCV+kk6RyT1a9y3+BQDDRDFGSZAg5amMKYDgSTfFemkvTCz0hFiV9Bz26dTE+mLXn1YG6x9OzQuimGkBN2etuDBsD8exzDYKYYpMmgfIXC3gmFL9AaG7yDWVZxmUUxhwob8bJcRXwMs1NsbiClxGO8VRbLOg06gJK16T8Qe7zv9zKKhQjNQ7SjQ6cR6LHq8NR3mmkw8YPzQyrdGPGtKBYGd1DxAE6DQ6VxRIMsqSscw6JWFrSUdO0cHlAM+8tATjGFV88CNkQc0UcNPynL9kNtAi8+kEg98V+FftAJVHiMi1Du+K9HUTORaGZR2CmeTpCmhHCDKRB7QoUDS2zxCZNuQJRF5APvEAyzeTos+X1U5oixROcp9LsVNsYTRAB1KxU9FWYaeBnbT4OpCOqsLMf\/oc2KJ1h4LbR63JdHXn9xI1M8aqA+CjClNMfIEsbBQH0xiQd+X1QwVDY32gz+IbZpeQH1gV6LYe+b3Bd8QodHvDUgZm1mtngf02TonRmcPUrT\/ApM0fIY1ZlswgMzooE+i0NHDlVzv21G8ST12ZGNaEjgUQMKEE\/qEneehTBkZMLekdflxWTpgRfg48bCD8Okr8DYdj1apPjCjaqWLMG+NViPcvMsWFgfWnfb0Qv3Mvy3FhwLZGsavHdl6eIBndu+rqXe2nEkVlnChDr34ArBwOmj\/Fomt2TWrdehPjP0\/OROxjoSetrieQFHrcwxPlWpVytObVVz2y+Ab2tCGNrShDW1oQxva0IY2tKENvTZqoO3ZZrNGmzXas0YDH9AR73cb0EZCf3LAe7oyaLBdhvfQbpAN224zSoCbs402\/TUoiRlrYMBTuxod0QNDYjzyJMfZOy015qndFoTdpb3fYLN2TY3dNpYQHRt4mWEJG6y9227wcMSdBvKGeIAcw9Lj\/912zaFGYzUUgqXbxThY6CdnPtqM8YTqN3E+vkPidSYgG+pHzA3mGzM1w1LPdmd4i1f85eGwUmv2MBIKKje54\/2MxKAxm5H81MVCNpFkoDgteQqNRVzGiF9tLjP0ntlu4x0PeWCWHs0e\/XstjazdOJofHh3N5srR0dHJwckXWLXs8OiaODuYCbvzR\/PZTJzNZ\/N2e340hwO8\/ZE8v5jND2azgy\/mM30+EzHwyXzWms0EQWgfHQrybI7xZnORIsutGT5rLc7eE3aCL3l89G7bAgrC\/N\/b8wUPsP0+ejxvzU9mcHT048mPWBS9i8U\/eoz\/jjDoyfGjk0dHJ49n85NHx9d+\/I9Hs\/ljdHt8cvQIpebk0eOjR4+Qe0cY5oSHmh3BCTkf\/cfjoxN05L+PHz\/GYEyAo9nR0fzk8eG7bQvY\/o\/\/c94+OuFPbZhj\/YrzQzg84oSyOpsdHs0fnRweHmlwcHJydHQ4P3qMwR4fzQ8OH80ODjDY\/PDxoxloWLwj8vuCM+Lw0e7JSfvwYH54eDI\/5Kw5efR\/6XJ4Qr8wF+ZHlOD8wruVA2ytJ\/85\/6\/\/WrYF7AL4oQQoyFR8oYE6Da8n9MN13EygH\/rDqKg6QCM1gC4yepBmxPhCrQRmDBvQTOBR0QW1yy5PlLzogjWgkU9j9m6XXZCGZru7s1orocYSUEGxhWySTmsTR9rA9RxpvAa5cYW+y7vINnUf1N9xdcdjtBeR2vUz425sjdrLrqfuTtrveBgYc7g7W+WiXfcMALz7pp6A8Q6Rl2J3ldVGjQmwx2hTV9BYnsXCS1r3j4wXuy1gH9CuO2BCCW3OrbobaMyIP4xHebc8qCsF5Z0e\/h+zgFmyJAh2yQAAAABJRU5ErkJggg==\" alt=\"Complementos de Procesado de Se\u00f1ales y Comunicaciones - ppt descargar\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkO_WZ8UdgNeCeE3Q4k362vzT1Hf1yDLj74g&amp;usqp=CAU\" alt=\"Espacio-tiempo cu\u00e1ntico. En busca de una teor\u00eda del todo by Arturo Quirantes\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Otro enfoque cu\u00e1ntico de la g\u00e9nesis, defendido por John Wheeler, subraya la cuantizaci\u00f3n del espacio mismo. As\u00ed como la materia y la energ\u00eda est\u00e1n hechas de cu\u00e1ntos, afirma esta l\u00ednea de razonamiento, tambi\u00e9n el espacio debe ser cuantizado en sus cimientos. A Wheeler le gustaba comparar el espacio cuantico con el mar: contemplado desde una \u00f3rbita, la superficie del oc\u00e9ano parece lisa, pero si salimos en un bote de remos a recorrer la superficie, &#8220;vemos la espuma y las olas que rompen. Y con esta espuma es como describimos la estructura del espacio y las escalas m\u00e1s peque\u00f1as&#8221;.<\/p>\n<p style=\"text-align: justify;\">En el universo actual, la estructura espumosa del espacio se manifiesta en la constante aparici\u00f3n de part\u00edculas virtuales. En el universo muy primitivo -lo cual significa antes del Tiempo de Planck-,\u00a0 el espacio habr\u00eda sido un mar encrespado, realmente, y su flujo cu\u00e1ntico zarandeado por las tempestades quiz\u00e1 domin\u00f3 todas las interacciones. \u00bfC\u00f3mo nos orientaremos aqu\u00ed?<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Descanse en paz, Dr. &quot;It from bit&quot; (o fallece John Archibald Wheeler a los  96 a\u00f1os) - La Ciencia de la Mula Francis\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Wheeler, un estadista mayor que aprendi\u00f3 ciencia de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> y Bohr, y a su vez educ\u00f3 a toda una generaci\u00f3n de f\u00edsicos, pensaba que la respuesta estaba en la geometr\u00eda del espacio-tiempo. &#8220;\u00bfQu\u00e9 m\u00e1s hay all\u00ed con lo cual construir una part\u00edcula, excepto la geometr\u00eda misma?&#8221; preguntaba. Wheeler compar\u00f3 el flujo cu\u00e1ntico del universo primitivo con un complicado nudo marinero, de tal tipo que parece imposible de desenredar, pero que se logra si uno encuentra el cabo de la cuerda y le da un tir\u00f3n del modo adecuado. En la analog\u00eda, el nudo es la geometr\u00eda hiper-dimensional del universo original, la cuerda enredada el universo que habitamos hoy.<\/p>\n<p style=\"text-align: justify;\">Penrose hab\u00eda dicho: &#8220;No creo que pueda alcanzarse nunca una verdadera comprensi\u00f3n de la naturaleza de las part\u00edculas elementales sin una simult\u00e1nea comprensi\u00f3n m\u00e1s profunda de la naturaleza del mismo Espacio-Tiempo.&#8221; Para Wheeler, esto era verdad con respeto al universo como un todo:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La noci\u00f3n de espacio-tiempo, \u00bfEs una ilusi\u00f3n? (VIDEO) | Sophimania\" \/><img decoding=\"async\" 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\" alt=\"COSMOS UNA OUDISEA A TRAV\u00c9S DEL ESPACIO Y TIEMPO - ppt descargar\" \/><\/p>\n<p style=\"text-align: justify;\">&#8220;El espacio es un continuo.&#8221; En d\u00e9cadas pasadas, esto se supon\u00eda desde el comienzo cuando se preguntaba: &#8220;\u00bfPor qu\u00e9 el espacio tiene tres dimensiones? Hoy, en cambio, preguntamos: &#8220;\u00bfC\u00f3mo logra el mundo dar la impresi\u00f3n de que tiene tres dimensiones?&#8221; \u00bfC\u00f3mo puede haber algo semejante en un continuo espaciotemporal excepto en los libros? ?De qu\u00e9 modo podemos considerar el espacio y la &#8220;dimensionalidad&#8221;, si no es como palabras pr\u00f3ximas para designar un soporte, un sustrato,\u00a0 una &#8220;pre-geometr\u00eda&#8221;, que no tiene ninguna propiedad tal como la dimensi\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"EL ORDEN Y EL CAOS EN EL UNIVERSO\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRiTBMmbggq1pVLa-DEhSMREKyTOPKiBT_WeQ&amp;usqp=CAU\" alt=\"El principio de indeterminaci\u00f3n de Heisenberg La filosof\u00eda de la Mec\u00e1nica  Cu\u00e1ntica \/6 | Diletante\" \/><\/p>\n<p style=\"text-align: justify;\">Para responder a tales preguntas, arg\u00fc\u00eda Wheeler, la ciencia tendr\u00eda que elevarse por encima de s\u00ed misma en un nuevo \u00e1mbito, &#8220;un mundo de leyes sin leyes&#8221;, en el que, como ense\u00f1a el principio cu\u00e1ntico de indeterminaci\u00f3n, la respuesta depende de la pregunta formulada. Wheeler recordaba haber participado en un juego de veinte preguntas. Dejaba pasar un per\u00edodo en el que la respuesta era acordada por los otros jugadores, luego volv\u00eda y empezaba a hacer preguntas. Las respuestas llegaban cada vez m\u00e1s lentamente, hasta que Wheeler finalmente conjetur\u00f3 &#8220;Nube&#8221; y se le dijo, con regocijo general, que ten\u00eda raz\u00f3n. Cuando sus amigos dejaron de re\u00edrse, le explicaron que le hab\u00edan jugado una treta: en un principio, no hab\u00eda habido ninguna respuesta correcta; sus amigos hab\u00edan convenido formular sus respuestas de modo que cada una fuera compatible con las respuestas dadas a sus preguntas anteriores. \u00bf&#8221;Cual es el simbolismo de la Historia&#8221;?, pregunt\u00f3 Wheeler.<\/p>\n<p style=\"text-align: justify;\">El mundo, cre\u00edamos anta\u00f1o, existe &#8220;all\u00ed fuera&#8221;, independiente de todo acto de observaci\u00f3n. Pens\u00e1bamos que el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>, dentro del \u00e1tomo, ten\u00eda en cada momento una posici\u00f3n definida y un momento definido. Yo, al entrar en la habitaci\u00f3n, pens\u00e9 que hab\u00eda una palabra definida. En realidad la palabra fue elaborada paso a paso mediante las preguntas que yo hac\u00eda, lo mismo que la informaci\u00f3n sobre el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> es producida por el experimento que el observador opta por hacer; esto es, por el tipo de equipo de registro que instala. Si yo hubiera hecho preguntas diferentes habr\u00eda terminado con una palabra diferente, como el experimentador habr\u00eda terminado con una historia diferente de las acciones del electr\u00f3n&#8230;En el juego ninguna palabra es una palabra hasta que recibe realidad por la selecci\u00f3n de preguntas planteadas y respuestas recibidas.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Mec\u00e1nica cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Asombrosos fen\u00f3menos de la F\u00edsica Cu\u00e1ntica - escueladeatencion.com\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">En el mundo real de la f\u00edsica cu\u00e1ntica, ning\u00fan fen\u00f3meno es un fen\u00f3meno hasta que es un fen\u00f3meno registrado.<\/p>\n<p style=\"text-align: justify;\">Nos queda, pues, una imagen de la g\u00e9nesis como un castillo silencioso e insustancial, donde nuestros ojos que arrojan ondas hom\u00e9ricas innovadoras y las \u00fanicas voces son las nuestras. Despu\u00e9s de anunciarlo y de hacer nuestros deberes cient\u00edficos de manera reverente y diligente, planteamos lo mejor que podemos la pregunta de c\u00f3mo se form\u00f3 la creaci\u00f3n. Llega la respuesta, resonando a trav\u00e9s de c\u00e1maras abovedas donde se encuentran la &#8220;Mente &#8221; y el Cosmos.<\/p>\n<p style=\"text-align: justify;\">Es un Eco.<\/p>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F09%2Fleido-por-ahi-3%2F&amp;title=Le%C3%ADdo+por+ah%C3%AD' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F11%2F09%2Fleido-por-ahi-3%2F&amp;title=Le%C3%ADdo+por+ah%C3%AD' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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Sin embargo, la Relatividad General predice que tiene que haber una singularidad en el pasado, y cerca de esa singularidad la curvatura (del espacio) debe de ser muy alta; la relatividad cl\u00e1sica se anula, y [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"no","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27368"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=27368"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27368\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27368"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27368"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27368"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}