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Probabilistic complexity theory / Randomized algorithm / Permutation / Structure / LP-type problem / Mathematics / Theoretical computer science / Analysis of algorithms


A subexponential lower bound for the Random Facet algorithm for Parity Games Oliver Friedmann∗ Thomas Dueholm Hansen†
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Document Date: 2012-02-10 07:43:15


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Thus / /

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Germany / Israel / /

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Facility

University of Munich / Tel Aviv University / Aarhus University / /

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exponential time algorithms / opiteration algorithms / combinatorial algorithms / iteration algorithm / abstract optimization algorithms / policy iteration algorithm / randomized algorithm / iteration algorithms / deterministic policy iteration algorithm / deterministic algorithm / policy iteration algorithms / Facet algorithm / /

Organization

School of Computer Science / Carlsberg Foundation / Aarhus University / Department of Computer Science / Tel Aviv University / Center for Algorithmic Game Theory / lin∗ Department of Computer Science / University of Munich / AF (v) / /

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Kalai / Thomas Dueholm Hansen† Uri / Uri Zwick / Ai / /

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faster randomized algorithms player / choosing player 0 strategy / Forward / Player / /

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Newfoundland / /

Technology

policy iteration algorithms / 3 Policy iteration algorithms / abstract optimization algorithms / Lower bound RandomFacet algorithm / known combinatorial algorithms / exponential time algorithms / deterministic policy iteration algorithm / randomized algorithms / opiteration algorithms / iteration algorithm / deterministic algorithm / 2 algorithm / RandomFacet algorithm / modified algorithm / dom / 4 The Random Facet algorithm The RandomFacet algorithm / policy iteration algorithm / Facet algorithm / Random Facet algorithm / /

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