Add to ORKGIn this paper we propose a pseudo-Nash equilibrium for N -person games in which very simply we allow play in the last period to be arbitrary, but otherwise it must conform to the (perfect) Nash optimality criterion
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
We show that a strategy is a Nash equilibrium in a game with a continuum of players if and only if t...
We provide a characterization of quasi-perfect equilibria in n-player games, showing that any quasi-...
The subject of study of game theory - games - serves as mathematical models for real-life problems. ...
This paper begins with a short foundational description of the basics\ud of game theory, focusing on...
The folk theorem suggests that finding Nash Equilibria in repeated games should be easier than in on...
In evolutionary game theory, evolutionarily stable states are characterised by the folk theorem beca...
Much of the recent interest in the economic applications of game theory has been drawn to time-incon...
A well-known result in game theory known as “the Folk Theorem” suggests that finding Nash equilibria...
In this tutorial we detail a proof of Nash’s famous theorem on the existence of Nash equilibria in f...
Green (J. Econ. Theory 22 (1980), 155-182) demonstrates that in anonymous repeated games with random...
In 1950, Nash proposed a natural equilibrium solution concept for games hence called Nash equilibriu...
We show that a strategy is a Nash equilibrium in a game with a continuum of players if and only if t...
In game theory, the concept of Nash equilibrium reflects the collectivestability of some individual ...
In this paper, we study the number of pure strategy Nash equilibria in a “random” n -person non-coop...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
We show that a strategy is a Nash equilibrium in a game with a continuum of players if and only if t...
We provide a characterization of quasi-perfect equilibria in n-player games, showing that any quasi-...
The subject of study of game theory - games - serves as mathematical models for real-life problems. ...
This paper begins with a short foundational description of the basics\ud of game theory, focusing on...
The folk theorem suggests that finding Nash Equilibria in repeated games should be easier than in on...
In evolutionary game theory, evolutionarily stable states are characterised by the folk theorem beca...
Much of the recent interest in the economic applications of game theory has been drawn to time-incon...
A well-known result in game theory known as “the Folk Theorem” suggests that finding Nash equilibria...
In this tutorial we detail a proof of Nash’s famous theorem on the existence of Nash equilibria in f...
Green (J. Econ. Theory 22 (1980), 155-182) demonstrates that in anonymous repeated games with random...
In 1950, Nash proposed a natural equilibrium solution concept for games hence called Nash equilibriu...
We show that a strategy is a Nash equilibrium in a game with a continuum of players if and only if t...
In game theory, the concept of Nash equilibrium reflects the collectivestability of some individual ...
In this paper, we study the number of pure strategy Nash equilibria in a “random” n -person non-coop...
In the first chapter we present some proofs of the existence of the minimax point of a strategic gam...
We show that a strategy is a Nash equilibrium in a game with a continuum of players if and only if t...
We provide a characterization of quasi-perfect equilibria in n-player games, showing that any quasi-...