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Cambridge University Press Games of No Chance 5 - Combinatorial Game Theory Book

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Description

Games of No Chance 5 is a comprehensive survey of cutting-edge theory in combinatorial games, focusing on games that involve no chance or hidden information. This Mathematical Sciences Research Institute publication explores diverse topics including scoring presentations, three-piece chess endgame solutions, and advanced game-theoretic techniques. The book covers universality, Wythoff Nim variations, misere play, partizan bidding strategies known as Richman games, loopy games, and placement game algebra. Researchers and enthusiasts in combinatorial game theory will discover an extensive range of methodologies and approaches across multiple subfields. The volume includes an updated compilation of unsolved problems that continue to challenge the field, along with highly efficient algorithms for analysis and computation. Published by Cambridge University Press as part of their Mathematical Sciences Research Institute Publications series, this resource provides both foundational understanding and advanced insights for academics and serious game theorists.

Key Features

Games of No Chance 5 covers scoring theory with trailblazing presentations and solutions for three-piece ending positions in bidding chess.

The book explores Wythoff Nim variations, misere play, and partizan bidding strategies also known as Richman games.

Includes comprehensive treatment of loopy games and the algebra of placement games with modern theoretical frameworks.

Features an updated list of unsolved problems in combinatorial game theory to guide future research directions.

Provides extremely efficient algorithms for computational analysis and solving combinatorial game positions.

Published by Cambridge University Press as part of the Mathematical Sciences Research Institute Publications series number 70.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
09 May 2019
Listed Since
26 February 2019

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