The Recursive Universe: Difference between revisions
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{{Book|name=The Recursive Universe|type=Book|authors=William Poundstone|isbn=[http://en.wikipedia.org/wiki/Special:BookSources/0688039758 0688039758] | {{Book | ||
|name = The Recursive Universe | |||
|image = true | |||
|type = Book | |||
|authors = William Poundstone | |||
|isbn = [http://en.wikipedia.org/wiki/Special:BookSources/0688039758 0688039758] | |||
}} | |||
'''The Recursive Universe''' is a popular science book that was written by William Poundstone in 1985. It deals with the nature of the universe, illuminated by parallels with the [[Game of Life]]. This book brought to a wider audience many of the results that first appeared in [[Lifeline]]. It also outlines the proof of the existence of a [[universal constructor]] in Life, which was first presented in ''[[Winning Ways for Your Mathematical Plays]]''. | '''The Recursive Universe''' is a popular science book that was written by William Poundstone in 1985. It deals with the nature of the universe, illuminated by parallels with the [[Game of Life]]. This book brought to a wider audience many of the results that first appeared in [[Lifeline]]. It also outlines the proof of the existence of a [[universal constructor]] in Life, which was first presented in ''[[Winning Ways for Your Mathematical Plays]]''. | ||
==External links== | ==External links== | ||
{{LinkLexicon|lex_t.htm#therecursiveuniverse}} | {{LinkLexicon|lex_t.htm#therecursiveuniverse}} | ||
Revision as of 11:00, 29 July 2016
| The Recursive Universe | ||
|---|---|---|
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| Type | Book | |
| Author(s) | William Poundstone | |
| ISBN | 0688039758 | |
The Recursive Universe is a popular science book that was written by William Poundstone in 1985. It deals with the nature of the universe, illuminated by parallels with the Game of Life. This book brought to a wider audience many of the results that first appeared in Lifeline. It also outlines the proof of the existence of a universal constructor in Life, which was first presented in Winning Ways for Your Mathematical Plays.