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Quantum complexity theory / Multiparty communication complexity / Communication complexity / PP / Forcing / Circuit complexity / Theoretical computer science / Applied mathematics / Computational complexity theory


A Communication Lower Bounds Using Directional Derivatives ALEXANDER A. SHERSTOV, University of California, Los Angeles We study the set disjointness problem in the most powerful model of bounded-error communication, the
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Document Date: 2014-06-25 14:31:55


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New York / /

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CNF / Common sense / ACM Inc. / Boolean / /

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United States / /

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FDA Phase / /

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Penn Plaza / University of California / /

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classical protocols / randomized protocol / restricted multiparty protocols / simultaneous protocol / inner product / nondeterministic protocols / tensor product / nondeterministic protocol / communication protocol / combinatorial applications / analytic tools / communication protocols / proof systems / ordinary randomized protocol / matrix-analytic tools / /

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National Science Foundation / University of California / Los Angeles / Computer Science Department / /

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Bob / Alice / ALEXANDER A. SHERSTOV / Zhu / Shi / /

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Author / powerful model of bounded-error communication / General / general interest / model of multiparty communication / /

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California / New York / /

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Journal of the ACM / Theory of Computing / /

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quantum protocols / restricted multiparty protocols / nondeterministic protocol / simultaneous protocol / Merlin-Arthur protocols / Merlin-Arthur protocol / communication protocol / ordinary randomized protocol / dom / communication protocols / /

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