Evolutionary dynamics and backward induction
This research paper deals with the finite games of finite perfect information, a class of games in extensive form where the complete description is given, exactly specifying the rules, the order of moves, the information for the players and so on, under the assumption that the backward induction equilibrium is unique. The author presents the corresponding model, the associated population game and the evolutoinary dynamics significant main results, proofs and remarks, important connections with the existing references and possible extensions of the results established here: non-unique backward induction equilibrium, multiple agents and non-distinct populations, games with imperfect information, other selection dynamics, convergence and the order of limits.
scientific article; zbMATH DE number 1886691