Results 251 to 260 of about 990,944 (268)

Extension of 2 Person Zero Sum Game

1975
Let X and Y “be the pure strategy sets of 2 players Xavier and Yves. Then every payoff function g: X × Y → R defin es a 2 person zero sum game where Xavier maximize and Yves minimize. An extension of the games with pure strategy set X and Y is a “way of playing” the game, which associates to every payoff function g a “value”, in the duality interval
openaire   +1 more source

A Note on Berge Equilibria in n-Person 2-Strategy Games

, 2020
Paweł Sawicki, Jarosław Pykacz, Paweł Bytner   +2 more
openalex   +1 more source

Chapter 2: Noncooperative Finite Games: Two-person Zero-sum

, 1982

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of voter i for X is : = ux + ux Letting shows platform by the parties has an infinite number of pure for each player. Karlin (1959) has shown that 2-person games with if: the strategy spaces of two players are convex

, 2012
Bernhardt Liebermann
openalex   +1 more source

2. Two-Person Games: Competitive Solutions

, 2000
Luc‐Alain Giraldeau, Thomas Caraco
openalex   +1 more source

A LINEAR PROGRAMMING MODEL FOR SOLVING COMPLEX 2‐PERSON ZERO‐SUM GAMES

MIKE C. PATTERSON
openalex   +2 more sources

Two-Person Second-Order Games, Part 2: Restructuring Operations to Reach a Win-Win Profile

, 2009
Moussa Larbani, P. L. Yu
openalex   +1 more source

2. Countably Infinitely Many Person Games

, 1959
G. K. Kalisch, Evar D. Nering
openalex   +1 more source

2. Noncooperative Finite Games: Two-Person Zero-Sum

, 1998

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On Evolutionary 3-Person Prisoner’s Dilemma Games on 2-D Lattice

, 2004
László Gulyás, Tadeusz Płatkowski
openalex   +1 more source