A game-theoretic model of social adaptation in an infinite population
Volume 25 / 1999
Applicationes Mathematicae 25 (1999), 417-430
DOI: 10.4064/am-25-4-417-430
Abstract
The paper deals with the question of existence and properties of equilibrated distributions of individual characteristics in an infinite population. General game-theoretic methods are applied and special attention is focused on the case of fitness functions depending only on the distance of an individual characteristic from a reference point and from the mean characteristics. Iterative procedures leading to equilibrated distributions are also considered.
