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首页> 外文期刊>Infinite dimensional analysis, quantum probability, and related topics >CONCENTRATION OF INVARIANT MEASURES FOR STOCHASTIC GENERALIZED POROUS MEDIA EQUATIONS
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CONCENTRATION OF INVARIANT MEASURES FOR STOCHASTIC GENERALIZED POROUS MEDIA EQUATIONS

机译:随机广义多孔介质方程组的度量集中

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摘要

By using Bernstein functions, existence and concentration properties are studied for invariant measures of the infinitesimal generators associated to a large class of stochastic generalized porous media equations. In particular, results derived in Ref. 4 are extended to equations with non-constant and stronger noises. Analogous results are also proved for invariant probability measures for strong solutions.
机译:通过使用伯恩斯坦函数,研究了存在和集中性质,用于与一类随机广义广义多孔介质方程相关的无穷小生成器的不变性度量。特别是参考文献中得出的结果。将图4扩展到具有非恒定噪声和较强噪声的方程。对于强解的不变概率测度也证明了类似的结果。

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