We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results extend and unify a number of known results forparticular types of G-convex spaces. Finally, we compare our new results with thecelebrated minimax theorem of H. K6nig.Convex Analysis and Chaos : The Third Symposium on Nonlinear Analysis, July 23-25, 1998 Josai University, edited by Kiyoko Nishizaw
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
Ky Fan’s minimax inequality [8, Theorem 1] has become a versatile tool in nonlinear and convex analy...
AbstractIn this paper, a new continuous selection theorem is first proved in L-convex spaces without...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
The application of set theory to different problems was analyzed. Different theorems on G-convex spa...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
A G-KKM type theorem is obtained on G-convex spaces. As application, a generalization of Ky Fan’s mi...
The partial KKM principle for an abstract convex space is an abstract form of the classical KKM the...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
[[abstract]]In this paper, we obtain three alternative theorems in G-convex spaces, each of them inv...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
Ky Fan’s minimax inequality [8, Theorem 1] has become a versatile tool in nonlinear and convex analy...
AbstractIn this paper, a new continuous selection theorem is first proved in L-convex spaces without...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
We obtain minimax theorerns and the Nash equilibrium theorem forG-convex spaces. Our new results ext...
The application of set theory to different problems was analyzed. Different theorems on G-convex spa...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
A G-KKM type theorem is obtained on G-convex spaces. As application, a generalization of Ky Fan’s mi...
The partial KKM principle for an abstract convex space is an abstract form of the classical KKM the...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
[[abstract]]In this paper, we obtain three alternative theorems in G-convex spaces, each of them inv...
Two important results in Economics, the Minimax Theorem and the Nash Equilibrium are presented toget...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
Ky Fan’s minimax inequality [8, Theorem 1] has become a versatile tool in nonlinear and convex analy...
AbstractIn this paper, a new continuous selection theorem is first proved in L-convex spaces without...