SYARAT PERLU DAN SYARAT CUKUP KEBERADAAN DAN KETUNGGALAN KESEIMBANGAN NASH CAMPURAN SEMPURNA PADA BIMATRIX GAMES
Abstract
In this paper, the necessary and sucient condition for the existence and
uniqueness of a completely mixed Nash equilibrium in bimatrix games [A;AT ] are pre-
sented. Matrix A 2 Rnn is a payo matrix. The necessary and sucient condition are
expressed with some properties of saddle point matrices, denoted by (A; e), where e is
the column vector with all entries 1. Properties of the saddle point matrices assessed
using the algebraic approach.
uniqueness of a completely mixed Nash equilibrium in bimatrix games [A;AT ] are pre-
sented. Matrix A 2 Rnn is a payo matrix. The necessary and sucient condition are
expressed with some properties of saddle point matrices, denoted by (A; e), where e is
the column vector with all entries 1. Properties of the saddle point matrices assessed
using the algebraic approach.
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PDFDOI: https://doi.org/10.25077/jmu.2.2.54-62.2013
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