Add to ORKGAbstract. This paper considers a fairly large class of noncooperative games in which strategies are jointly constrained. When what is called the Ky Fan or Nikaidô-Isoda function is convex-concave, selected Nash equilibria correspond to diagonal saddle points of that function. This feature is exploited to design computational algorithms for finding such equilibria. To comply with some freedom of individual choice the algorithms devel-oped here are fairly decentralized. However, since coupling constraints must be enforced, repeated coordination is needed while underway towards equilibrium. Particular instances include zero-sum, two-person games- or minimax prob-lems- that are convex-concave and involve convex coupling constraints. Key words: ...
We consider noncooperative games where each player minimizes the sum of a smooth function, which dep...
We analyze a non-cooperative game in which the set of feasible strategy profiles is compact and conv...
Game theory is a mathematical approach to model competition between several parties, called players....
Abstract. This paper considers a fairly large class of noncooperative games in which strategies are ...
A class of non-cooperative constrained games is analyzed for which the Ky Fan function is convex-con...
Game theory is a mathematical approach to model competition between several parties, called players....
Game theory is a mathematical approach to model competition between several parties, called players....
2018-07-19Introduced by John Nash, modern-day game theory in non-cooperative games has developed int...
AbstractA widely accepted rational behavior for non-cooperative players is based on the notion of Na...
For a general class of nonquadratlc convex noncooperative games, there exist distributed algomthms e...
Relaxation algorithms provide a powerful method of finding noncooperative equilibria in general sync...
AbstractWe study the fundamental problem 2NASH of computing a Nash equilibrium (NE) point in bimatri...
Game theory is a mathematical approach to model competition between several parties, called players....
In this paper, we deal with the problem of finding a Nash equilibrium for a generalized convex game....
Game theory is a mathematical approach to model competition between several parties, called players....
We consider noncooperative games where each player minimizes the sum of a smooth function, which dep...
We analyze a non-cooperative game in which the set of feasible strategy profiles is compact and conv...
Game theory is a mathematical approach to model competition between several parties, called players....
Abstract. This paper considers a fairly large class of noncooperative games in which strategies are ...
A class of non-cooperative constrained games is analyzed for which the Ky Fan function is convex-con...
Game theory is a mathematical approach to model competition between several parties, called players....
Game theory is a mathematical approach to model competition between several parties, called players....
2018-07-19Introduced by John Nash, modern-day game theory in non-cooperative games has developed int...
AbstractA widely accepted rational behavior for non-cooperative players is based on the notion of Na...
For a general class of nonquadratlc convex noncooperative games, there exist distributed algomthms e...
Relaxation algorithms provide a powerful method of finding noncooperative equilibria in general sync...
AbstractWe study the fundamental problem 2NASH of computing a Nash equilibrium (NE) point in bimatri...
Game theory is a mathematical approach to model competition between several parties, called players....
In this paper, we deal with the problem of finding a Nash equilibrium for a generalized convex game....
Game theory is a mathematical approach to model competition between several parties, called players....
We consider noncooperative games where each player minimizes the sum of a smooth function, which dep...
We analyze a non-cooperative game in which the set of feasible strategy profiles is compact and conv...
Game theory is a mathematical approach to model competition between several parties, called players....