Fall back equilibrium is a refinement of the Nash equilibrium concept. In the underlying thought experiment each player faces the possibility that, after all players decided on their action, his chosen action turns out to be blocked. Therefore, each player has to decide beforehand on a back-up action, which he plays in case he is unable to play his primary action. In this paper we introduce the concept of fall back equilibrium, and discuss the relations with other Nash equilibrium refinements, in particular proper equilibrium. Furthermore, we show that for bimatrix games fall back equilibrium is a strict concept. We also consider the structure of the set of fall back equilibria for bimatrix games
There are various other ways in which the Nash equilibrium concept has been motivated with game theo...
This paper introduces the notion of protective equilibrium in the context of fin ite games in strate...
This thesis introduces, as major contribution, a new definition of strategically stable set of equil...
Fall back equilibrium is a refinement of the Nash equilibrium concept. In the underly- ing thought e...
In this paper we provide a characterization of the set of fall back equilibria for 2 x n bimatrix ga...
Proper equilibrium plays a prominent role in the literature on non-cooperative games. The underlying...
The final chapter of this thesis extensively studies fall back equilibrium. This equilibrium concept...
This chapter of the Handbook of Game Theory (Vol. 3) provides an overview of the theory of Nash equi...
In this paper we study three different types of loss aversion equilibria in bimatrix games. Loss ave...
The perfectness and the properness concept are two refinements of the Nash equilibrium concept. Both...
In this paper we study three different types of loss aversion equi-libria in bimatrix games. Loss av...
In the literature several refinements of the Nash equilibrium concept have been introduced. Among th...
Abstract. Nash equilibrium is based on the idea that a strategy profile is stable if no player can b...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
Game theory provides a well-established framework for the analysis of concurrent and multi-agent sys...
There are various other ways in which the Nash equilibrium concept has been motivated with game theo...
This paper introduces the notion of protective equilibrium in the context of fin ite games in strate...
This thesis introduces, as major contribution, a new definition of strategically stable set of equil...
Fall back equilibrium is a refinement of the Nash equilibrium concept. In the underly- ing thought e...
In this paper we provide a characterization of the set of fall back equilibria for 2 x n bimatrix ga...
Proper equilibrium plays a prominent role in the literature on non-cooperative games. The underlying...
The final chapter of this thesis extensively studies fall back equilibrium. This equilibrium concept...
This chapter of the Handbook of Game Theory (Vol. 3) provides an overview of the theory of Nash equi...
In this paper we study three different types of loss aversion equilibria in bimatrix games. Loss ave...
The perfectness and the properness concept are two refinements of the Nash equilibrium concept. Both...
In this paper we study three different types of loss aversion equi-libria in bimatrix games. Loss av...
In the literature several refinements of the Nash equilibrium concept have been introduced. Among th...
Abstract. Nash equilibrium is based on the idea that a strategy profile is stable if no player can b...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
Game theory provides a well-established framework for the analysis of concurrent and multi-agent sys...
There are various other ways in which the Nash equilibrium concept has been motivated with game theo...
This paper introduces the notion of protective equilibrium in the context of fin ite games in strate...
This thesis introduces, as major contribution, a new definition of strategically stable set of equil...