| Extensive Theorms of Topolgical Degree for Multi-valucd Mapping |
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| 引用本文： | WEI Shu-guang,ZHANG Mou. Extensive Theorms of Topolgical Degree for Multi-valucd Mapping[J]. 保鲜与加工, 2004, 0(6): 99-101 |
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| 作者姓名： | WEI Shu-guang ZHANG Mou |
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| 摘 要： | 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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| 关 键 词： | mupli-valued mapping topological degree Banach space Hausdorff metric |
Extensive Theorms of Topolgical Degree for Multi-valucd Mapping |
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| WEI Shu-guang,ZHANG Mou. Extensive Theorms of Topolgical Degree for Multi-valucd Mapping[J]. Storage & Process, 2004, 0(6): 99-101 |
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| Authors: | WEI Shu-guang ZHANG Mou |
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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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| Keywords: | mupli-valued mapping topological degree Banach space Hausdorff metric |
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