• Home
  • Browse
    • Current Issue
    • By Issue
    • By Author
    • By Subject
    • Author Index
    • Keyword Index
  • Submit Paper
  • Journal Info
    • About Journal
    • Aims and Scope
    • Editorial Board
    • Advisory Editorial Board
    • Editorial Office
    • Indexing Databases
    • Related Links
    • FAQ
    • Peer Review Process
    • News and Announcements
  • Guide for Authors
  • Contact Us
 
  • Login
  • Register
Home Article Info
  • Save Records
  • |
  • Printable Version
  • |
  • Recommend
  • |
  • Export to
    RIS
Bulletin of the Iranian Mathematical Society
Articles in Press
Current Issue
Journal Archive
Volume Volume 39 (2013)
Volume Volume 38 (2012)
Volume Volume 37 (2011)
Volume Volume 36 (2010)
Volume Volume 35 (2009)
Volume Volume 34 (2008)
Volume Volume 33 (2007)
Volume Volume 32 (2006)
Volume Volume 31 (2005)
Volume Volume 30 (2004)
Volume Volume 29 (2003)
Volume Volume 28 (2002)
Volume Volume 27 (2001)

Brandt extensions and primitive topologically periodic inverse topological semigroups

Article 5, Volume 39, Number 1, March 2013, Page 87-95  XML PDF (296 K)
Document Type: Research Paper
Authors
1J. Jamalzadeh ; 2Gh. Rezaei
1I am phd student in sistan and bluchestan university
2University of Sistan and Bluchestan, Iran
Abstract
In this paper we find sufficient conditions on primitive inverse
topological semigroup S under which: the inversion inv : (H(S)) (H(S))
is continuous; we show that every topologically periodic countable compact
primitive inverse topological semigroups with closed H-classes is topologically
isomorphic to an orthogonal sum
P
i2= Bi (Gi) of topological Brandt extensions Bi (Gi) of countably compact topological groups Gi in the class
of topological inverse semigroups for some finite cardinals.
Keywords
inverse topological semigroup; Topological inverse semigroup; 0- simple group; completely 0-simple semigroup
Main Subjects
22-XX Topological groups, Lie groups
Statistics
Article View: 56
PDF Download: 22
Home | Glossary | Aims and Scope | Sitemap
Top Top

© 2013 All Rights Reserved. Powered by SINAWEB.