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Zermelo's theorem · Vinony

EntityQ2468326· pop 9· linked from 221 articles

Zermelo's theorem

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In board games that cannot end in a draw, one of the two players has a winning strategy

Connections

mechanism design

perfect information

strategic dominance

complete information

game complexity

Rationalizability

computer science

International Standard Book Number

John von Neumann

digital object identifier

rock-paper-scissors

Categories

Game theory History of mathematics Mathematical theorems

Sources

wikipedia.externallinksexternallink

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What links here221 pages

bounded rationality

complete information

alpha–beta pruning

tragedy of the commons

subgame perfect equilibrium

Bertrand paradox

common knowledge

Stackelberg competition

Correlated equilibrium

stable marriage problem

backward induction

Jennifer Tour Chayes

Epsilon-equilibrium

normal-form game

evolutionarily stable strategy