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Initial and boundary value problems for nonconvex valued multivalued functional differential equations

机译:非凸值多值泛函微分方程的初值和边值问题

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In this note we investigate the existence of solutions of initial and boundary value problems defined on a compact interval to some classes of functional differential inclusions.We shall rely on a fixed point theorem for contraction multivalued maps due to Covitzand Nadler and Schafer's theorem combined with lower semicontinuous multivalued operators with decomposable values.
机译:在本说明中,我们研究了在紧致区间上定义的一类泛函微分包含问题的初值和边值问题的解的存在性。由于Covitzand Nadler和Schafer定理与较低的定理结合,我们将依靠不动点定理来压缩多值映射具有可分解值的半连续多值算子。

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