We develop a new constructive method for proving the existence of Nash equilibrium for a class of nonzero sum stochastic differential games. Under certain usual assumptions, we prove the existence of Nash equilibrium for discounted payoff criteria. A novel feature of our method is that it allows us to compute Nash equilibrium for a large class of stochastic differential games
We construct an approximate public-signal correlated equilibrium for a nonzero-sum differential game...
We consider a symmetric -player nonzero-sum stochastic differential game with jump–diffusion dynamic...
Abstract. The existence of a Nash equilibrium feedback is established for a two-player nonzero-sum s...
AbstractIn this paper, we study Nash equilibrium payoffs for two-player nonzero-sum stochastic diffe...
AbstractWe study a nonzero-sum stochastic differential game where the state is a controlled reflecti...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
AbstractThe paper deals with N-person nonzero-sum games in which the dynamics is described by Ito st...
AbstractWe study a nonzero-sum stochastic differential game where the state is a controlled reflecti...
Unlike zero-sum stochastic games, a difficult problem in general-sum stochastic games is to obtain v...
AbstractIn this paper, the first part is concerned with the study of backward–forward stochastic dif...
Abstract. This paper is a first study of correlated equilibria in nonzero-sum semi-Markov stochastic...
We have studied two person stochastic differential games with multiple modes. For the zero-sum game ...
We have studied two person stochastic differential games with multiple modes. For the zero-sum game ...
We construct an approximate public-signal correlated equilibrium for a nonzero-sum differential game...
We consider a symmetric -player nonzero-sum stochastic differential game with jump–diffusion dynamic...
Abstract. The existence of a Nash equilibrium feedback is established for a two-player nonzero-sum s...
AbstractIn this paper, we study Nash equilibrium payoffs for two-player nonzero-sum stochastic diffe...
AbstractWe study a nonzero-sum stochastic differential game where the state is a controlled reflecti...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
We study a nonzero-sum stochastic differential game where the state is a controlled reflecting diffu...
AbstractThe paper deals with N-person nonzero-sum games in which the dynamics is described by Ito st...
AbstractWe study a nonzero-sum stochastic differential game where the state is a controlled reflecti...
Unlike zero-sum stochastic games, a difficult problem in general-sum stochastic games is to obtain v...
AbstractIn this paper, the first part is concerned with the study of backward–forward stochastic dif...
Abstract. This paper is a first study of correlated equilibria in nonzero-sum semi-Markov stochastic...
We have studied two person stochastic differential games with multiple modes. For the zero-sum game ...
We have studied two person stochastic differential games with multiple modes. For the zero-sum game ...
We construct an approximate public-signal correlated equilibrium for a nonzero-sum differential game...
We consider a symmetric -player nonzero-sum stochastic differential game with jump–diffusion dynamic...
Abstract. The existence of a Nash equilibrium feedback is established for a two-player nonzero-sum s...