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Weak poincare inequalities, decay of Markov semigroups and concentration of measures

机译:弱的Poincare不等式,Markov半群的衰减和测度的集中

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摘要

For a reasonable class of weak Poincare inequalities, the decay of the corresponding Markov semigroups obtained earlier by Rockner and the first named author is improved by removing an extra L-2-norm. Next, a concentration estimate of the reference measure is presented for the weak Poincare inequality, which is sharp as illustrated by some examples of one-dimensional diffusion processes.
机译:对于合理的一类弱Poincare不等式,Rockner和第一位具名作者通过较早的方法获得的相应Markov半群的衰减可通过删除多余的L-2-范数来改善。接下来,针对弱Poincare不等式给出参考度量的浓度估计,该误差很明显,如一维扩散过程的一些示例所示。

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