60daf527724a1cf2165f36b0c158115c

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    [publishedTime] => 2024-12-15 12:00:00
    [idp] => 1426
    [resumen] => En 1878, Georg Cantor demostró que el conjunto infinito de números reales es mayor que el conjunto infinito de números naturales. Un grupo de investigadores de la Universidad de Viena propone dos nuevos tamaños de infinito, llamados cardinales exactos y ultraexactos, que no encajan en la jerarquía lineal y interactúan de manera extraña con otras nociones de infinito. Estos nuevos infinitos contienen copias matemáticamente exactas de toda su estructura y sugieren que reina el caos en el reino de los infinitos.
    [title] => El infinito es aún más asombroso de lo que imaginábamos. Hay más de uno y pueden redefinir la estructura de las matemáticas
    [respuesta] => Hay más de un tipo de infinito y se pueden construir conjuntos de infinitos cada vez mayores.
    [what] => Infinito
    [image] => 
    [lang] => es
    [uid] => 60daf527724a1cf2165f36b0c158115c
    [status] => 5
    [respuesta_en_titulo] => 5
    [conceptos_principales_resumen] => Array
        (
            [0] => conjuntos infinitos
            [1] => números reales
            [2] => números naturales
            [3] => cardinales exactos
            [4] => ultraexactos
            [5] => Universidad de Viena
        )

    [categoria] => Científica
    [prompt_DALLY] => Illustrate a graph showing the relationship between the infinite sets of real and natural numbers, with two new sets of infinite sizes.
    [clickbait] => 8
    [a_urlDominio] => 
vía  www.xataka.com
    [dominio] => www.xataka.com
    [urlDominio] => https://www.xataka.com/investigacion/infinito-asombroso-que-imaginabamos-hay-uno-pueden-redefinir-estructura-matematicas#:~:text=dos%20nuevos%20tamaños%20de%20infinito
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