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extremely succinct representation, such as the d-dimensional grid There, it is argued that such games are of interest in modeling large systems of interacting agents It has been shown by Daskalakis and Papadimitriou [22] that the problem of determining whether such a game on the d-dimensional grid has a pure Nash equilibrium depends on d, and the dichotomy is remarkably sharp: It is polynomial time solvable when d = 1, but N EX P-complete for d 2 In contrast, it was also proved that mixed Nash equilibria can be found in deterministic exponential time for any xed d by quanti er elimination Recently, Papadimitriou [82] considered, and largely settled, the question of the existence of polynomial-time algorithms for computing correlated equilibria in succinctly representable multiplayer games.

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Papadimitriou developed a polynomial-time algorithm for nding correlated equilibria in a broad class of succinctly representable multiplayer games, encompassing essentially all kinds of such games we mentioned before The algorithm presented by Papadimitriou [82] was based on a careful mimicking of the existence proof due to Hart and Schmeidler [47], combined with an argument based on linear programming duality and the ellipsoid algorithm, Markov chain steady state computations, as well as application-speci c methods for computing multivariate expectations 107 DISCUSSION In this chapter, we attempted a glimpse at the fascinating eld of algorithmic game theory This is a eld that is currently undergoing a very intense investigation by the community of the theory of computing Although some fundamental theoretical questions have been resolved (eg, the complexity of computing Nash equilibria for two-player games), there are still a lot of challenges ahead of us.

Among those, most important are, in our opinion, the further complexity classi cation of algorithmic problems in game theory, and the further application of systematic techniques from game theory to modeling and evaluating modern computer systems with sel sh entities ACKNOWLEDGMENT This work was partially supported by the IST Program of the European Union under contract number IST-2004-001907 (DELIS) REFERENCES.

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