On Numbers and Games

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Brilliant playfulness for mathematically adventurous minds

This is the kind of book that makes abstract mathematics feel startlingly alive. Conway turns games into a doorway to surreal numbers and deep mathematical beauty, so it often feels less like studying and more like watching a brilliant mind invent a new universe. If you enjoy elegant ideas, bold theory, and books that serious math readers rave about for their originality, this can be a thrilling read.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.

On Numbers and Games

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ISBN: 9781568811277
Authors: John H. Conway
Date of Publication: 2000-11-12
Format: Hardcover
Related Collections: Science, Philosophy
Related Topics: Mathematics, Theory, Computers
Goodreads rating: 4.37
(rated by 129 readers)

Description

ONAG, commonly known as On Numbers and Games, is a landmark work that links the theories of transfinite numbers with mathematical game theory. The book defines numbers as the strengths of positions in certain games, giving rise to the surreal numbers—a class that includes both real numbers and ordinals. These surreal numbers are used to analyze game strategies. The Second Edition adds material on recent developments in mathematical game theory, with a focus on surreal numbers and the additive theory of partizan games.
 

Brilliant playfulness for mathematically adventurous minds

This is the kind of book that makes abstract mathematics feel startlingly alive. Conway turns games into a doorway to surreal numbers and deep mathematical beauty, so it often feels less like studying and more like watching a brilliant mind invent a new universe. If you enjoy elegant ideas, bold theory, and books that serious math readers rave about for their originality, this can be a thrilling read.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.