33 citations · 53 across the 9 of their papers we have counts for
9 papers
Learning in nonatomic games, Part I: Finite action spaces and population games
Saeed Hadikhanloo, Rida Laraki, Panayotis Mertikopoulos +1
We examine the long-run behavior of a wide range of dynamics for learning in nonatomic games, in both discrete and continuous time. The class of dynamics under consideration includ…
Zero-sum Stochastic Games: Limit Optimal Trajectories
Sylvain Sorin, Guillaume Vigeral
We consider zero sum stochastic games. For every discount factor , a time normalization allows to represent the game as being played on the interval [0, 1]. We introduce the tra…
Uniform Value for Recursive Games with Compact Actions
Xiaoxi Li, Sylvain Sorin
Mertens, Neyman and Rosenberg [MOR, 2009] used the Mertens and Neyman theorem [IJGT, 1981] to prove the existence of uniform value for absorbing games with finite state space and c…
Limit value of dynamic zero-sum games with vanishing stage duration
Sylvain Sorin
We consider two person zero-sum games where the players control, at discrete times {tn} induced by a partition of R + , a continuous time Markov state process. We prove that th…
Finite composite games: Equilibria and dynamics
Sylvain Sorin, Cheng Wan
We study games with finitely many participants, each having finitely many choices. We consider the following categories of participants: (I) populations: sets of nonatomic agents,…
Operator approach to values of stochastic games with varying stage duration
Sylvain Sorin, Guillaume Vigeral
We study the links between the values of stochastic games with varying stage duration , the corresponding Shapley operators and and the solution of $\dot f…
On values of repeated games with signals
Hugo Gimbert, Jérôme Renault, Sylvain Sorin +2
We study the existence of different notions of value in two-person zero-sum repeated games where the state evolves and players receive signals. We provide some examples showing tha…
Asymptotic Properties of Optimal Trajectories in Dynamic Programming
Sylvain Sorin, Xavier Venel, Guillaume Vigeral
We prove in a dynamic programming framework that uniform convergence of the finite horizon values implies that asymptotically the average accumulated payoff is constant on optimal…
Evolution equations for maximal monotone operators: asymptotic analysis in continuous and discrete time
Juan Peypouquet, Sylvain Sorin
This survey is devoted to the asymptotic behavior of solutions of evolution equations generated by maximal monotone operators in Hilbert spaces. The emphasis is in the comparison o…