An epsilon-Nash equilibrium for non-linear Markov games of mean-field-type on finite spaces
We investigate mean field games from the point of view of alarge number of indistinguishable players which eventually converges to infinity. The players are weakly coupled via their empirical measure. Thedynamics of the individual players is governed by pure jump type propagators over a finite space. Investigations are conducted in the framework ofnon-linear Markov processes. We show that the indi
