Abstract In this paper, we investigate a two-person zero-sum game with fractional loss function, which we call the two-person zero-sum fractional game. We are interested in a game value and a saddle point of the two-person zero-sum game and observe that they exist under various conditions. But, in many cases, it seems to be difficult to search directly for a game value and a saddle point of the fractional game. Thus, we study the existence and the properties of a game value and a saddle point for the game with the loss function including a parameter, which we call the two-person zero-sum parametric game. We show that, under various conditions, a game value and a saddle point of the parametric game with a special parameter are those of the f...
We consider discounted repeated two-person zero-sum games. We show that even when players have diffe...
It has been shown that two-person zero-sum separable games are associated with a maximization proble...
Scholz RW. Sequential two person zero sum games with incomplete information and incidental sequence ...
AbstractConsider a two-person zero-sum game constructed by a dynamic fractional form. We establish t...
AbstractA 2-person zero-sum game with the payoff function being a sum of two linear functions and a ...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
Includes bibliographical references (page 61)This paper is a study of the related mathematical subje...
We give new proofs of existence of the limit of the discounted values for two person zero-sum games ...
Abstract Consider atw0-person zero um game constructed by adynamic fractional form. We establish the...
This independent study explores two-person zero-sum game theory. The paper begins by giving a brief ...
This paper is concerned with 2-person zero-sum games in normal form. It is investigated which pairs ...
This paper studies two classes of two-person zero-sum games in which the strategies of both players ...
International audienceWe propose a fractional relaxation of two-player combinatorial games. Two play...
It is well known that the rock-paper-scissors game has no pure saddle point. We show that this holds...
A finite-horizon two-person non-zero-sum differential game is considered. The dynamics of the game i...
We consider discounted repeated two-person zero-sum games. We show that even when players have diffe...
It has been shown that two-person zero-sum separable games are associated with a maximization proble...
Scholz RW. Sequential two person zero sum games with incomplete information and incidental sequence ...
AbstractConsider a two-person zero-sum game constructed by a dynamic fractional form. We establish t...
AbstractA 2-person zero-sum game with the payoff function being a sum of two linear functions and a ...
We explain the concept and theory behind game theory and simulation. How game theory can be used to ...
Includes bibliographical references (page 61)This paper is a study of the related mathematical subje...
We give new proofs of existence of the limit of the discounted values for two person zero-sum games ...
Abstract Consider atw0-person zero um game constructed by adynamic fractional form. We establish the...
This independent study explores two-person zero-sum game theory. The paper begins by giving a brief ...
This paper is concerned with 2-person zero-sum games in normal form. It is investigated which pairs ...
This paper studies two classes of two-person zero-sum games in which the strategies of both players ...
International audienceWe propose a fractional relaxation of two-player combinatorial games. Two play...
It is well known that the rock-paper-scissors game has no pure saddle point. We show that this holds...
A finite-horizon two-person non-zero-sum differential game is considered. The dynamics of the game i...
We consider discounted repeated two-person zero-sum games. We show that even when players have diffe...
It has been shown that two-person zero-sum separable games are associated with a maximization proble...
Scholz RW. Sequential two person zero sum games with incomplete information and incidental sequence ...