In this paper, we first obtain existence theorems of Nash equilibria for non-cooperative n-person games which generalize a corresponding result of Nikaido and Isoda (1955). As applications, we give two new existence theorems of e{open}-equilibrium points which generalize that of Tijs (1981). Finally, a saddle point theorem of Komiya (1986) is deduced from one of our existence theorems of e{open}-equilibrium points
Kyushu University 21st Century COE Program Development of Dynamic Mathematics with High Functionalit...
AbstractIn this note, an extended version of the Zhou and Chen minimax inequality is obtained for re...
The concepts of (S, σ)-invariance and (S, σ,R,M)-invariance are introduced and are used to prove two...
Here we study the structure of Nash equilibrium points for N-person games. For two-person games we o...
To prove the existence of Nash equilibrium by traditional ways, a common condition that the preferen...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
This paper deals with the problem of existence of Berge and Berge-Nash equilibria. Abalo and Kostrev...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
We provide random equilibrium existence theorems for noncooperative random games with a countable n...
A pure strategy Nash equilibrium point existence theorem is established for a class of n-person gam...
AbstractIn this paper, we describe a noncooperative n-person game in strategic form (or normal form)...
The existence of Nash equilibrium points of game between n players has been established under the co...
A strategic behavior taken by many agents in a group is investigated. In our game model, n-coalition...
[[abstract]]In this paper, we consider two types of equilibrium problems. We study the constrained N...
We analyze a non-cooperative game in which the set of feasible strategy profiles is compact and conv...
Kyushu University 21st Century COE Program Development of Dynamic Mathematics with High Functionalit...
AbstractIn this note, an extended version of the Zhou and Chen minimax inequality is obtained for re...
The concepts of (S, σ)-invariance and (S, σ,R,M)-invariance are introduced and are used to prove two...
Here we study the structure of Nash equilibrium points for N-person games. For two-person games we o...
To prove the existence of Nash equilibrium by traditional ways, a common condition that the preferen...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
This paper deals with the problem of existence of Berge and Berge-Nash equilibria. Abalo and Kostrev...
textabstractIn this chapter we give an overview on the theory of noncooperative games. In the first ...
We provide random equilibrium existence theorems for noncooperative random games with a countable n...
A pure strategy Nash equilibrium point existence theorem is established for a class of n-person gam...
AbstractIn this paper, we describe a noncooperative n-person game in strategic form (or normal form)...
The existence of Nash equilibrium points of game between n players has been established under the co...
A strategic behavior taken by many agents in a group is investigated. In our game model, n-coalition...
[[abstract]]In this paper, we consider two types of equilibrium problems. We study the constrained N...
We analyze a non-cooperative game in which the set of feasible strategy profiles is compact and conv...
Kyushu University 21st Century COE Program Development of Dynamic Mathematics with High Functionalit...
AbstractIn this note, an extended version of the Zhou and Chen minimax inequality is obtained for re...
The concepts of (S, σ)-invariance and (S, σ,R,M)-invariance are introduced and are used to prove two...