Titlebook: Game Theory for Networks; Third International Vikram Krishnamurthy,Qing Zhao,Yonggang Wen Conference proceedings 2012 ICST Institute for C

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Convergence Dynamics of Graphical Congestion Games,g when graphical congestion game dynamics converge to pure Nash equilibria yields important engineering insights into when spatially distributed individuals can reach a stable resource allocation. In this paper, we study the convergence dynamics of graphical congestion games where players can use mu

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Efficiency Loss in a Cournot Oligopoly with Convex Market Demand,t a Cournot equilibrium to the maximum possible, for the case where the inverse market demand function is convex. We establish a lower bound on the efficiency of Cournot equilibria in terms of a scalar parameter derived from the inverse demand function. Our results provide nontrivial quantitative bo

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A Game Theoretic Optimization of the Multi-channel ALOHA Protocol,-channel ALOHA protocol, each user tries to randomly access a channel using a probability vector defining the access probability to the various channels. First, we characterize the Nash Equilibrium Points (NEPs) of the network when users solve the unconstrained rate maximization. We show that in thi

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Game-theoretic Robustness of Many-to-one Networks, a game-theoretic model. More specifically, we model the interactions between a network operator and an adversary as a two player zero-sum game, where the network operator chooses a spanning tree in the network, the adversary chooses an edge to be removed from the network, and the adversary’s payoff

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