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《JOURNAL OF HEBEI NORMAL UNIVESITY(NATURAL SCIENCE)》 1999-01
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Discussion on Compactness of Topological Space

ZHAO Xiu heng 1, BAI Zan li 2 1(Department of Fundamental Courses,Hebei University of Economics and Trade,Shijiazhuang 050091,PRC) 2(Editorial Department,Hebei Normal University,Shijiazhuang 050091,PRC)  
Analyse various definitions of compactness and the relations between them, and then discuss the affection of compactum on topological space property. Also discuss locally compactness of topological space, compactification and paracompact spact etc.
【CateGory Index】: O189.1
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【Co-references】
Chinese Journal Full-text Database 7 Hits
1 Shen Jizhong(Dept.of Math.of Jiangxi Normal University,Nanchang 330027);Fuzzifying Topological Groups (Ⅱ)[J];Journal of Jiangxi Normal University (Natural Sciences Edition);1994-01
2 Shen Jizhong(Dept. of Math.,Jiangxi Normal University,Nanchang 330027);On the Compactness of Fuzzifying Topological Groups[J];Journal of Jiangxi Normal University (Natural Sciences Edition);1995-01
3 Jin Changze;BRIEFING OF SOME DEVELOPMENTS ON FUZZY TOPOLOGY[J];Journal of Northeast Normal University;1981-02
4 Zhang Songping\ Dong Min;Comparison between the Fuzzy Topological Groupsand Ordinary Topological Groups[J];JOURNAL OF HARBIN UNIVERSITY OF CIVIL ENGINEERING AND ARCHITECTURE;1998-01
5 Shen Jizhong(Department of Mathematics,Jiangxi Normal University);Uniform Structure in Fuzzifying Topological Group[J];FUZZY SYSTEMS AND MATHEMATICS;1996-02
6 Xuan Lixin(Nanjing Power College of Chemical Engineering);STRONGLY SEQUENTIAL COMPACTNESS COUNTABLE STRONGLY COMPACTNESS AND STRONGLY LIMIT POINT COMPACTNESS[J];Journal of Nanjing Normal University(Natural Science Edition);1989-02
7 Meng Guangwu ① Fang Jinxuan ② ①Department of Mathematics, Liaocheng Teacher's College,225000,Liaochen,PRC;②Department of Mathematics,Nanjing Normal University,210097,Nanjing,PRC.;On L fuzzy Homomorphisms for L fuzzy Topological Groups[J];JOURNAL OF NANJING NORMAL UNIVERSITY(NATURAL SCIENCE EDITION);1996-04
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