首页> 外文期刊>Advances in Physics Theories and Applications >Quantum Query Complexity, Confining String In An Analytically Solvable 3D Model, Hagedorn Spectrum And Equation Of State Of Yang-Mills Theories, Equation Of State Of G(2) Gauge Theory, Donald Hoffman Uses Evolutionary Game Theory To Show That Our Percepti
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Quantum Query Complexity, Confining String In An Analytically Solvable 3D Model, Hagedorn Spectrum And Equation Of State Of Yang-Mills Theories, Equation Of State Of G(2) Gauge Theory, Donald Hoffman Uses Evolutionary Game Theory To Show That Our Percepti

机译:量子查询复杂性,可解析的3D模型中的约束字符串,Hagedorn谱和Yang-Mills理论的状态方程,G(2)量规的状态方程,唐纳德·霍夫曼(Donald Hoffman)使用进化博弈论来证明我们的感知力

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Harry Buhrman, Matthias Christandl, Jeroen Zuiddam study nondeterministic multiparty quantum communication with (e&eb) a quantum generalization of broadcasts. Authors show that, with number-in-hand classical inputs, the communication complexity of (e) a Boolean function in this communication model equals (=) the logarithm of (e) the support rank of (e) the corresponding tensor, whereas (e) the approximation complexity in (eb) this model equals (=) the logarithm of the border support rank. This characterisation allow (eb)s us to prove a log-rank conjecture posed by (e) Villagra et al. for (e) nondeterministic multiparty quantum communication with (e&eb) message-passing. The support rank characterization of (e) the communication model connects quantum communication complexity intimately to (e&eb) the theory of asymptotic entanglement transformation and (e&eb) algebraic complexity theory. In this context, authors introduce (eb) the graph wise equality problem. For a cycle graph, the complexity of (e) this communication problem is closely...?The full paper: http://www.iiste.org/PDFshare/APTA-PAGENO-501459-505934.pdf.
机译:哈里·布尔曼(Harry Buhrman),马蒂亚斯·克里斯坦(Matthias Christandl)和耶罗恩·祖伊丹(Jeroen Zuiddam)研究广播的量子泛化与(e&eb)的不确定性多方量子通信。作者表明,在手数经典输入的情况下,该通信模型中(e)布尔函数的通信复杂度等于(=)(e)对数(e)对应张量的对数,而( e)该模型在(eb)中的近似复杂度等于(=)边界支持等级的对数。这种表征使我们可以证明(e)Villagra等人提出的对数秩猜想。用于(e&eb)消息传递的(e)非确定性多方量子通信。 (e)通信模型的支持等级表征将量子通信复杂性与(e&eb)渐近纠缠变换理论和(e&eb)代数复杂性理论紧密联系起来。在这种情况下,作者介绍了(eb)图明智的等式问题。对于循环图,(e)此通信问题的复杂性非常接近...?全文:http://www.iiste.org/PDFshare/APTA-PAGENO-501459-505934.pdf。

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