[PDF] Top 20 Limit Equilibrium Payoffs in Stochastic Games
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Limit Equilibrium Payoffs in Stochastic Games
... considered stochastic games with imperfect observation of the state. In the zero-sum context, Venel (2012) studied hidden stochastic games where the players do not receive any signal on ... Voir le document complet
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Hidden Stochastic Games and Limit Equilibrium Payoffs
... considered stochastic games with imperfect observation of the state. In the zero-sum context, Venel (2012) studied hidden stochastic games where the players do not receive any signal on ... Voir le document complet
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Stationary Strong Stackelberg Equilibrium in Discounted Stochastic Games
... Abstract: In this work we focus on Stackelberg equilibria for discounted stochastic ...such games. We provide classes of games where the SSSE exists, and we prove via counterexamples that SSSE ... Voir le document complet
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Solving strong Stackelberg equilibrium in stochastic games
... periods in the dynamic. Stochastic games were first introduced by Shapley [1] who also gives the first algorithm to find Nash Equilibrium in zero- sum SG based on a dynamic programming ... Voir le document complet
5
Bounding equilibrium payoffs in repeated games with private monitoring
... the equilibrium pay- off set in repeated games with private monitoring exhibits any tractable recursive struc- ture at all is thus a major ...question. In this paper, we do not make any ... Voir le document complet
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A Unified Approach to Equilibrium Existence in Discontinuous Strategic Games
... −i in a neighborhood of x −i ...an equilibrium?– two independent answers have been ...approximated equilibrium. It is a limit point of ǫ-Nash equilibria as ǫ goes to ...exists in many ... Voir le document complet
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Constant payoff in stochastic games
... zero-sum stochastic game, at each stage, two adversary players take decisions and receive a stage payoff determined by them and by a random variable representing the state of ...point in the game, players ... Voir le document complet
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Commutative Stochastic Games
... the payoffs along both plays stay close at every ...stage payoffs along the two plays. As shown in Renault [Ren11] when q is not 1-Lipschitz, the value may fail to ...us in relaxing the ... Voir le document complet
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Asymptotic value in frequency-dependent games with separable payoffs: a differential approach
... approach in the sense that we associate to the repeated game, a differential game played over [0, 1] × R I×J ...a limit of the recursive equation, a hypothetical partial differential equation (PDE) that ... Voir le document complet
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Uniform payoff security and Nash equilibrium in metric games
... for games with separable metric strategy spaces and payoffs bounded and measurable in players’ ...semicontinuous payoffs, then G has a Nash equilibrium in mixed ...metric ... Voir le document complet
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Imposing equilibrium restrictions in the estimation of dynamic discrete games
... iterations in the sample. This is a stochastic condition which does not have probability one, even when the data have been generated from a stable ...equilibrium. In contrast, previous studies ... Voir le document complet
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Constant payoff in zero-sum stochastic games
... zero-sum stochastic game, at each stage, two adversary players take decisions and receive a stage payoff determined by them and by a random variable representing the state of ...point in the game, players ... Voir le document complet
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Dynamic equilibrium in games with randomly arriving players
... 2.3 Entering and leaving 2.3.1 Methodology It would be desirable to extend the theory to a framework where players may also leave the game at random. However, we must notice that although our players are identical, the ... Voir le document complet
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Application of Stochastic Cooperative Games in Water Resources
... [5] Owen, G., 1995. ‘Game Theory’, Academic Press, Third edition, pp.447. [6] Stra±n, P. D., and J. P. Heaney, 1981. ‘Game Theory and the Tennessee Valley Authority’, International Journal of Game Theory, 10(1):35-43. ... Voir le document complet
1
Perfect Information Stochastic Priority Games
... parity games approximate finite games, however “finite” does not mean here that the number of steps is fixed, instead these games are finite in the sense that they stop with probability ...1. ... Voir le document complet
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Nash equilibrium existence for some discontinuous games
... then, Theorem 1.1 applied to the mappings proj P n ◦ f |P n provides a sequence of fixed points x n of these mappings; finally, one could hope that the sequence (x n ) converges (up to an extraction) to a fixed point of ... Voir le document complet
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Zero-sum Stochastic Games: Limit Optimal Trajectories
... exists in general (just consider a game where payoff is always ...player games (or games where one player controls the transitions), where there is no finiteness assumption on ... Voir le document complet
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Fixed Point Solution to Stochastic Priority Games
... appeared in [ 5 ]. 2 Stochastic priority games An arena for a two-player stochastic priority game is composed of a finite set of states S “ rns “ t1, 2, ... Voir le document complet
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Elementary Games and Games whose Correlated Equilibrium Polytope has Full Dimension
... correlated equilibrium distributions with full ...correlated equilibrium polytope has full ...correlated equilibrium incentive constraints are ...full games are provided and examples are ... Voir le document complet
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Qualitative Concurrent Stochastic Games with Imperfect Information
... given in [8] show- ing ExpTime-hardness of concurrent games only one player is imperfectly in- ...also in charge of describing the successive configu- rations of the ...cheat in the ... Voir le document complet
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