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http://hdl.handle.net/20.500.12358/23965
Title | الفئات المحكمة |
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Title in Arabic | الفئات المحكمة |
Abstract |
For any locally convex space E, the bounded set D is precompact if and only if linm (sn(D,U))=0 for any nhood of zero in E. In this work we study some type of precompact (which are called - compact) sets whose sequences of n-diameters converges to zero in different rates (rapidly, radically,…), and we prove that the Cartesian product of infinite - compact sets (operators) are - compact. Also compact (where G (akn) is any stable nuclear kothe space under some conditions) if and only if H BE and H BF are |
Authors | |
Type | Journal Article |
Date | 2003 |
Language | العربية |
Published in | IUG Journal for Natural and Engineering Studies |
Series | Volume: 11, Number: 4 |
Publisher | الجامعة الإسلامية - غزة |
Citation | |
License | ![]() |
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Files in this item | ||
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250-685-1-PB.pdf | 52.03Kb |