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Just Six Numbers: The Deep Forces That Shape The Universe - Softcover

 
9780465036738: Just Six Numbers: The Deep Forces That Shape The Universe

Synopsis

The genesis of the universe elegantly explained in a simple theory based on just six numbers by one of the world's most renowned astrophysicists

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Review

Just six numbers govern the shape, size and texture of our universe. If their values were only fractionally different, we would not exist; nor, in many cases, would matter have had a chance to form. If the numbers that govern our universe were elegant--1, say, or Pi, or the Golden Mean--we would simply shrug and say that the universe was an elegant mathematical puzzle. But the numbers Martin Rees discusses are far from tidy. Was the universe "tweaked" or is it one of many universes, all run by slightly different but equally messy, rules?

This is familiar ground, though rarely so comprehensively explored. What makes Rees's book exceptional is his conviction that cosmology is as materialistic and as conceptually simple as any of the earth sciences. Indeed, "cosmology is simpler in one important respect: once the starting point is specified, the outcome is in broad terms predictable. All large patches of the universe that start off the same way end up statistically similar. In contrast, if the Earth's history were re-run, it could end up with a quite different biosphere."

Rees demonstrates how the cosmos is full of "fossils" from which we can deduce how our universe developed, as surely as we infer the Earth's past from the relics found in sedimentary rocks. Rees's theme is nothing less than the colossal richness of the universe. It is an ambitious book, if anything, it deserves to be longer. --Simon Ings

Book Description

Astronomer Royal Martin Rees shows how the behaviour and origins of the universe can be explained by just six numbers. Abridged edition.

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  • PublisherBasic Books
  • Publication date2001
  • ISBN 10 0465036732
  • ISBN 13 9780465036738
  • BindingPaperback
  • LanguageEnglish
  • Number of pages208

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