Bayesian Proportional Resource Allocation Games

In case of equal prices, both winner-take-all and the proportional model produced the same results: either an equilibrium exists with a 50 percent market share and profit for

In the last section, the fixed point theorem is applied to obtain a quasi-concavity condition for the existence of coalitional equilibria as well as for the existence of

(C1) Theoretically, Proposition 2.4 and Theorem 2.7 give the existence of O( n 1 γ )-PNEs for n-player nonconvex sum-aggregative games where the players’ cost functions depend only

Associated with each discretization is defined a bimatrix game the equilibria of which are computed via the algorithm of Audet, Hansen, Jaumard and Savard [1] (this algorithm

Over these large time and state space scales, the distribution of agents in the control variable y instantaneously realizes the local Nash equilibrium.. This local Nash equilibrium

Cioffi, “A game- theoretic approach to power allocation in frequency-selective Gaussian interference channels,” in Proceedings of the IEEE International Symposium on Information

We show that there is naturally a game in interference relay channels (even if the power allocation policy is fixed) when the DF protocol is used; this game is induced by

It should be noticed that this result requires more than 0/1 rewards (contrary to our result), since the existence of a 0-optimal equilibrium can be decided in polynomial time