Extensive Theorms of Topolgical Degree for Multi-valucd Mapping
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O177

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    Abstract:

    The extension of topological degree for single-valued mapping is introduced by Chen wenyuan in \. We firstly prove an inequality for Hausdorff metric in Banach space. Then, by using the inequality, it has been established that extension of topolical degree for upper semicontinuous multi-valued mapping.

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魏曙光,张谋.集值映射拓扑度的延拓定理[J].重庆大学学报,2004,27(6):99~101

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