S — Compactness Via Ideals

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contributor.author Abdel Monsef, M. E. [محمد عزت عبد المنصف] en_US
contributor.author Lashien, E. F. en_US
contributor.author Nasef, A. A. en_US
date.accessioned 2009-11-25T15:31:17Z en_US
date.available 2009-11-25T15:31:17Z en_US
date.issued 1991 en_US
identifier.citation Qatar University Science Journal, 1991, Vol. 11, Pages 33-44. en_US
identifier.uri http://hdl.handle.net/10576/10247 en_US
description.abstract Compactness modulo as an ideal has not been widely studied. Many new sorts of weak compactness have been introduced to topological spaces in the last twenty years but have not been studied using ideals. So, the main aim of our work is to study relations between ideals and some types of weak compactness. We initiate types of compactness modulo an ideal that generalize semi-compactness, S-closeness, S-Lindelofness and other types of compactness. Moreover, we study some of their properties and characterizations. en_US
description.abstract تم خلال العقدين الماضيين إدخالى أنواع عديدة من مفاهيم التراص الضعيف في الفضاء ات التبولوجية إلا أنه لم تتم دراسة مفهوم التراص بالنسبهة لمثالي جبري في هذه الفضاء ات بصورة موسعة . ندرس . في هذا البحث العلاقات بين المتأليات وبعض مفاهيم التراص الضعيف . ar
language.iso en en_US
publisher Qatar University en_US
subject Mathematics en_US
subject الرياضيات ar
subject Compactness en_US
title S — Compactness Via Ideals en_US
title.alternative دراسة بعض مفاهيم التراص عن طريق المثاليات ar
type Article en_US
identifier.pagination 33-44 en_US
identifier.volume 11 en_US


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