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On unconditionally secure multiparty computation for realizing correlated equilibria in games

机译:实现游戏相关均衡的无条件安全多方计算

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In game theory, a trusted mediator acting on behalf of the players can enable the attainment of correlated equilibria, which may provide better payoffs than those available from the Nash equilibria alone. We explore the approach of replacing the trusted mediator with an unconditionally secure sampling protocol that jointly generates the players' actions. We characterize the joint distributions that can be securely sampled by malicious players via protocols using error-free communication. This class of distributions depends on whether players may speak simultaneously (“cheap talk”) or must speak in turn (“polite talk”). In applying sampling protocols toward attaining correlated equilibria with rational players, we observe that security against malicious protocols may be much stronger than necessary. We propose the concept of secure sampling by rational players, and show that many more distributions are feasible given certain utility functions. However, the payoffs attainable via secure sampling by malicious players are a dominant subset of the rationally attainable payoffs.
机译:在博弈论中,代表玩家行事的受信任调解人可以实现相关的均衡,这可能比仅从纳什均衡中获得的收益更好。我们探索了用无条件安全的采样协议替换可信任的中介者的方法,该协议共同产生参与者的行为。我们描述了联合分发的特征,这些联合分发可以由恶意参与者通过使用无差错通信的协议安全地进行采样。此类分配取决于玩家是否可以同时讲话(“便宜的谈话”)或必须轮流讲话(“礼貌的讲话”)。在应用采样协议来实现与理性参与者的相关均衡时,我们观察到针对恶意协议的安全性可能比必要的要强得多。我们提出了由理性参与者进行安全抽样的概念,并表明在给定某些效用函数的情况下,更多的分布是可行的。但是,恶意参与者通过安全采样获得的收益是合理可实现收益的主要子集。

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