A01=David Wolfe
A01=Elwyn Berlekamp
advanced game theory methods
Are Cho-
Author_David Wolfe
Author_Elwyn Berlekamp
belle
Belle Black
black
Blocked Corridor
board game algorithms
canonical
Category=PBUD
Category=PBV
Category=WDM
combinatorial
combinatorial analysis in Go endgames
Combinatorial Game
Combinatorial Game Theory
computational complexity
Counterclockwise
Difference Game
discrete mathematics
Endgame Positions
Endgame Problem
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
form
game
Game Tree
Japanese Scoring
Left Option
Mathematical Game Theory
mathematical modeling
moves
Multiple Invasions
Multiple Sockets
Net Score
Np Hardness Proof
Optimal Play
Positive Infinitesimal
Prior Page
Purported Incentives
Score Territory
strategic decision analysis
theory
tree
Unique Options
Warming Operator
winning
Wright's Move
Wright’s Move
Product details
- ISBN 9781568810324
- Weight: 480g
- Dimensions: 152 x 229mm
- Publication Date: 15 Feb 1994
- Publisher: Taylor & Francis Inc
- Publication City/Country: US
- Product Form: Hardback
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The ancient game of Go is one of the less obvious candidates for mathematical analysis. With the development of new concepts in combinatorial game theory, the authors have been able to analyze Go games and find solutions to real endgame problems that have stumped professional Go players. Go players with an interest in mathematics and mathematicians who work in game theory will not want to miss this book because it describes substantial connections between the two subjects that have been, until now, largely unrecognized.
