Add to ORKGIn this paper we prove the existence of p-equilibrium stationary strategies for non-zero-sum stochastic games when the reward functions and transitions satisfy certain separability conditions. We also prove some results for positive and discounted zero-sum stochastic games when the state space is infinite
We examine the problem of the existence of optimal deterministic stationary strategiesintwo-players ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...
In this paper we show that the existence of p-equilibrium stationary strategies imply the existence ...
Strategic games with a potential function have quite often equilibria in pure strategies (Monderer a...
We consider positive zero-sum stochastic games with countable state and action spaces. For each play...
We show the existence of almost stationary ε-equilibria, for all (H0, in zero-sum stochastic games w...
We consider positive zero-sum stochastic games with countable state and action spaces. For each play...
Strategies in a stochastic game are > 0 perfect if the induced one-stage games have certain equilibr...
We consider infinite n-person stochastic games with limiting average payoffs criteria for the player...
Abstract. We deal with zero-sum limiting average stochastic games. We show that the existence of arb...
AbstractStrategies in a stochastic game are δ-perfect if the induced one-stage games have certain δ-...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine the problem of the existence of optimal deterministic stationary strategiesintwo-players ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...
In this paper we show that the existence of p-equilibrium stationary strategies imply the existence ...
Strategic games with a potential function have quite often equilibria in pure strategies (Monderer a...
We consider positive zero-sum stochastic games with countable state and action spaces. For each play...
We show the existence of almost stationary ε-equilibria, for all (H0, in zero-sum stochastic games w...
We consider positive zero-sum stochastic games with countable state and action spaces. For each play...
Strategies in a stochastic game are > 0 perfect if the induced one-stage games have certain equilibr...
We consider infinite n-person stochastic games with limiting average payoffs criteria for the player...
Abstract. We deal with zero-sum limiting average stochastic games. We show that the existence of arb...
AbstractStrategies in a stochastic game are δ-perfect if the induced one-stage games have certain δ-...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine so-called product-games with an aperiodic transition structure, with respect to the avera...
We examine the problem of the existence of optimal deterministic stationary strategiesintwo-players ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...
Stationary equilibria in discounted and limiting average finite state/action space stochastic games ...