Agujeros negros

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Luis Alonso
Mensajes: 282
Registrado: 04 Jun 2010, 09:01

Agujeros negros

Mensajepor Luis Alonso » 15 Oct 2016, 15:43

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[/img]



Este libro nos relata cómo una idea abandonada por Newton, odiada por Einstein y retomada por Hawking vuelve a enamorarnos.

La aceptación de una de las ideas más deslumbrantes de la historia
Una excelente aproximación a los agujeros negros y al descubrimiento de las ondas gravitacionales, que ha marcado un hito en la física y la astronomía moderna. Desde hace más de medio siglo, los físicos y astrónomos andan involucrados alrededor de la disputa sobre la existencia o no de estos agujeros negros en el universo. La noción extrañamente ajena de un abismo del espacio-tiempo de la que nada se escapa, ni siquiera la luz, pareció confundir a toda lógica. Este libro cuenta la historia apasionante de los intensos debates sobre los agujeros negros y las contribuciones decisivas de Einstein y Hawking, entre otros intelectuales de prestigio, que alteraron por completo nuestra visión del Universo. Marcia Bartusiak muestra cómo los agujeros negros ayudaron a revivir el mayor logro de Einstein, la teoría general de la relatividad, después de décadas en penumbra. Coincidiendo con el centenario de la relatividad general, descubre cómo el agujero negro obtuvo su reconocimiento y narra multitud de curiosidades, estimulantes y a veces humorísticas, sobre la aceptación de una de las ideas más deslumbrantes de la historia.





Agujeros negros

Marcia Bartusiak

Editorial Ariel

Isbn- 9788434424029

pvp- 19,90 euros

Octubre 2016

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