Titlebook: Algorithmic Game Theory; 9th International Sy Martin Gairing,Rahul Savani Conference proceedings 2016 Springer-Verlag Berlin Heidelberg 201

威胁你

,Die Fünf Elemente und ihre Wandlungsphasen, that achieves . approaching . in a . setting, where each player observes her own payoff to a query, and adjusts her behaviour independently of other players’ payoffs/actions. . rounds/queries are required. We also show how to obtain a slight improvement over ., by introducing a small amount of communication between the players.

Morose

战胜

floaters

排出

Stressfaktor #6: Der Effizienzdruck, Nash equilibrium. We thus show a separation between restricted-acyclicity and weak-acyclicity of game forms, thereby settling an open question from [.]. In addition, we refute another conjecture by showing the existence of strongly-acyclic voting rules that are not separable.

quiet-sleep

Logarithmic Query Complexity for Approximate Nash Computation in Large Games that achieves . approaching . in a . setting, where each player observes her own payoff to a query, and adjusts her behaviour independently of other players’ payoffs/actions. . rounds/queries are required. We also show how to obtain a slight improvement over ., by introducing a small amount of communication between the players.

土坯

Complexity and Optimality of the Best Response Algorithm in Random Potential Gamesler constant. We also show that the effective number of states visited by BRA is equal to . (with .), on average. Finally, we show that BRA computes a pure Nash Equilibrium faster (in the strong stochastic order sense) than any local search algorithm over random potential games.

防止

Deciding Maxmin Reachability in Half-Blind Stochastic Gamess, called leaktight half-blind games where the problem becomes decidable. We also show that mixed strategies in general are stronger for both players and that optimal strategies for the minimizer might require infinite-memory.

calorie

The Big Match in Small Spacee space . and it was known that no strategy can use constant space if it is .-optimal even in the limit superior sense. We also give a complementary lower bound. Furthermore, we also show that no Markov strategy, even extended with finite memory, can ensure value greater than 0 in the Big Match, answering a question posed by Neyman [.].

乱砍

Strong and Weak Acyclicity in Iterative Voting Nash equilibrium. We thus show a separation between restricted-acyclicity and weak-acyclicity of game forms, thereby settling an open question from [.]. In addition, we refute another conjecture by showing the existence of strongly-acyclic voting rules that are not separable.