This paper obtains existence of random variable solutions to elliptic and evolution inclusions. As a special case, surprising theorems are obtained for the quasistatic problems. A new existence theorem is also presented for evolution inclusions with set valued operators dependent on elements of a measurable space.

中文翻译：

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椭圆形和演化夹杂物的可测解决方案

本文获得了椭圆形和演化夹杂物的随机变量解的存在。作为一种特殊情况，对于准静态问题获得了令人惊讶的定理。还提出了一个新的存在定理，用于包含定值算子的演化包含物，其取决于可测量空间的元素。