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Mixed and Isoperimetric Estimates on the Log-Sobolev Constants of Graphs and Markov Chains

机译:图和马尔可夫链的对数Sobolev常数的混合和等距估计

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Two types of lower bounds are obtained on the log-Sobolev constants of graphs and Markov chains. The first is a mixture of spectral gap and logarithmic isoperimetric constant, the second involves the Gaussian isoperimetric constant. The sharpness of both types of bounds is tested on some examples. Product generalizations of some of these results are also briefly given.
机译:在图和马尔可夫链的对数Sobolev常数上获得两种类型的下界。第一个是谱隙和对数等渗常数的混合物,第二个是高斯等渗常数。在某些示例上测试了两种类型边界的清晰度。还简要给出了其中一些结果的乘积归纳。

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