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Subgame perfect equilibrium / Nash equilibrium / Subgame / Solution concept / Trembling hand perfect equilibrium / Non-credible threat / Strategy / Outcome / Strategic dominance / Game theory / Problem solving / Decision theory


Multi-Robot Negotiation: Approximating the Set of Subgame Perfect Equilibria in General-Sum Stochastic Games Chris Murray Carnegie Mellon University 5000 Forbes Avenue
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Document Date: 2007-01-16 16:09:06

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Berlin / Pittsburgh / /

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pence / /

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Carnegie-Mellon University / Geoffrey J. Gordon Carnegie Mellon University / Carnegie Mellon University / General-Sum Stochastic Games Chris Murray Carnegie Mellon University / /

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negotiation protocol / equilibrium algorithm / cryptographic protocols / dynamic-programming algorithm / game-theoretic approximate planning algorithm / arbitrary algorithms / approximate algorithm / e - commerce / computing / enforcement tools / game theoretic algorithms / above protocol / negotiation algorithms / cryptographic solution / value iteration algorithm / learning algorithms / /

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School of Computer Science / Carnegie Mellon University / U.S. Securities and Exchange Commission / /

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Vppun / Geoffrey J. Gordon / Krishna-Serrano / Peter Stone / Michael L. Littman / Tal Rabin / Ron Parr / Shai Halevi / Chris Murray / Kenneth L. Judd / Ulrich Doraszelski / David Levine / Ariel Rubinstein / Yevgeniy Dodis / /

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first player / Fixing player / Vp / rational player / individual player / second player / unrestricted player / planner / player / /

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Pennsylvania / Massachusetts / /

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Review of Economic Studies / Review of Economic Dynamics / Lecture Notes in Computer Science / Journal of Economic Theory / /

Technology

game theoretic algorithms / dynamic-programming algorithm / polynomial-time Nash equilibrium algorithm / above protocol / negotiation protocol / value iteration algorithm / approximate algorithm / game-theoretic approximate planning algorithm / planning algorithm / negotiation algorithms / ALGORITHM Our algorithm / 3 NEGOTIATION PROTOCOL / /

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