Deterministic evolutionary game dynamics [unknown]

Josef Hofbauer
2011 Proceedings of Symposia in Applied Mathematics   unpublished
This is a survey about continuous time deterministic evolutionary dynamics for finite games. In particular, six basic dynamics are described: the replicator dynamics, the best response dynamics, the Brown-von Neumann-Nash dynamics, the Smith dynamics, and the payoff projection dynamics. Special classes of games, such as stable games, supermodular games and partnership games are discussed. Finally a general nonconvergence result is presented.
doi:10.1090/psapm/069/2882634 fatcat:eysnw6br7vbf7ivwbrrya2h7iu