Document Type

Article

Publication Date

Fall 1990

Department

Mathematics

Abstract

The concept of evolutionary stable strategies is extended to include density dependence. Dynamical stability is shown to follow for two-strategy games and for symmetric payoff matrices. It is conjectured that stability also results for general multi-strategy games.

Comments

This article was originally published in Rocky Mountain Journal of Mathematics, 20(4): 873-877. (c) 1990 Rocky Mountain Mathematics Consortium

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