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Climbing mount improbable

Autor: Richard Dawkins
Editora: New York : Norton, 1996.
Edição/Formato   Livro : Inglês : 1st American edVer todas as edições e formatos
Base de Dados:WorldCat
Resumo:
How do species evolve? Richard Dawkins, one of the world's most eminent zoologists, likens the process to scaling a huge, Himalaya-size peak, the Mount Improbable of his title. An alpinist does not leap from sea level to the summit; neither does a species utterly change forms overnight, but instead follows a course of "slow, cumulative, one-step-at-a-time, non-random survival of random variants"--a course that  Ler mais...
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Detalhes

Tipo de Documento: Livro
Todos os Autores / Contribuintes: Richard Dawkins
ISBN: 0393039307 9780393039306
Número OCLC: 34633422
Descrição: xii, 340 p. : ill. ; 24 cm.
Conteúdos: Facing Mount Rushmore --
Silken fetters --
Message from the mountain --
Getting off the ground --
Forty-fold path to enlightenment --
Museum of all shells - Kaleidoscopic embryos --
Pollen grains and magic bullets --
Robot repeater --
'A garden inclosed'.
Responsabilidade: Richard Dawkins ; original drawings by Lalla Ward.

Resumo:

How do species evolve? Richard Dawkins, one of the world's most eminent zoologists, likens the process to scaling a huge, Himalaya-size peak, the Mount Improbable of his title. An alpinist does not leap from sea level to the summit; neither does a species utterly change forms overnight, but instead follows a course of "slow, cumulative, one-step-at-a-time, non-random survival of random variants"--a course that Charles Darwin, Dawkins's great hero, called natural selection. Illustrating his arguments with case studies from the natural world, such as the evolution of the eye and the lung, and the coevolution of certain kinds of figs and wasps, Dawkins provides a vigorous, entertaining defense of key Darwinian ideas.

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Good popular work. On the simple end of popularizations

por vleighton (Usuário WorldCat publicado 2012-01-08) Bom Permalink

Written for the general public, this work on evolutionary theory attempts to show how dramatic functional complexity can evolve gradually. The overall metaphor is that there can be gentle slopes leading up the backside of a slope that on its face has a steep cliff. We see the steep cliff of complexity...
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