Add to ORKGIn this note we consider the open-loop Nash linear quadratic differential game with an infinite planning horizon.The performance function is assumed to be indefinite and the underlying system affine.We derive both necessary and sufficient conditions under which this game has a unique Nash equilibrium
This paper is concerned with a linear quadratic stochastic two-person zero-sum differential game wit...
The envelope theorem is extended to cover the class of discounted and autonomous infinite horizon di...
This paper is concerned with a linear quadratic stochastic two-person zero-sum differentia...
In this note we reconsider the indefinite open-loop Nash linear quadratic differential game with an ...
In this paper we consider open-loop Nash equilibria of the linear-quadratic differential game.As wel...
Abstract: In this note we reconsider Nash equilibria for the linear quadratic differential game for ...
In this note, we consider the non-cooperative linear feedback Nash quadratic differential game with ...
In this paper we reconsider the conditions under which the finite-planning-horizon linear- quadratic...
This paper reconsiders existence of worst-case Nash equilibria in noncooperative multi-player differ...
In this note we consider the non-cooperative linear feedback Nash quadratic differential game with a...
We study a selection method for a Nash feedback equilibrium of a one-dimensional linear-quadratic no...
This paper is concerned with two-person mean-field linear-quadratic non-zero sum stochastic differen...
In this paper we review a number of algorithms to compute Nash equilibria in deterministic linear qu...
Equilibria in dynamic games are formulated often under the assumption that the players have full kno...
In this note, we investigate the solution of a disturbed quadratic open loop Nash game, whose underl...
This paper is concerned with a linear quadratic stochastic two-person zero-sum differential game wit...
The envelope theorem is extended to cover the class of discounted and autonomous infinite horizon di...
This paper is concerned with a linear quadratic stochastic two-person zero-sum differentia...
In this note we reconsider the indefinite open-loop Nash linear quadratic differential game with an ...
In this paper we consider open-loop Nash equilibria of the linear-quadratic differential game.As wel...
Abstract: In this note we reconsider Nash equilibria for the linear quadratic differential game for ...
In this note, we consider the non-cooperative linear feedback Nash quadratic differential game with ...
In this paper we reconsider the conditions under which the finite-planning-horizon linear- quadratic...
This paper reconsiders existence of worst-case Nash equilibria in noncooperative multi-player differ...
In this note we consider the non-cooperative linear feedback Nash quadratic differential game with a...
We study a selection method for a Nash feedback equilibrium of a one-dimensional linear-quadratic no...
This paper is concerned with two-person mean-field linear-quadratic non-zero sum stochastic differen...
In this paper we review a number of algorithms to compute Nash equilibria in deterministic linear qu...
Equilibria in dynamic games are formulated often under the assumption that the players have full kno...
In this note, we investigate the solution of a disturbed quadratic open loop Nash game, whose underl...
This paper is concerned with a linear quadratic stochastic two-person zero-sum differential game wit...
The envelope theorem is extended to cover the class of discounted and autonomous infinite horizon di...
This paper is concerned with a linear quadratic stochastic two-person zero-sum differentia...