Compactness in asymmetric quasi normed spaces

  • Stela Ceno Department of Mathematics, A. Xhuvani University, Elbasan, Albania
  • Gladiola Tigno Department of Mathematics, A. Xhuvani University, Elbasan, Albania
Keywords: Asymmetric quasi norm, topology, compactness

Abstract

In this paper it is represented a study of precompact and compact subsets on asymmetric quasi normed spaces.

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References

S.Cobzas. Functional on Asymmetric Normed Spaces. Springer Fronties in Mathematics, 2013. ISBN. 978-3-0348-0478-3.

L.M. Garcia Raffi, S.Romaguera, E.A.Sanchez-Perez, The dual space of an asymmetric normed linear space. Quaestiones Math.26 (2003) 83-96.

L.M. Garcia Raffi, S.Romaguera, E.A.Sanchez-Perez, The bicomplection of an asymmetric normed linear space. Acta. Math. Hungar. 97 (3) (2002) 183-191.

L.M. Garsia-Raffi, Compactness and finite dimension in asymmetric normed linear spaces, Topology Appl. 153 (2005), 844-853.

C.Alegre, I.Ferrando, L.M. Garcia Raffi, E.A.Sanchez-Perez, Compactness in asymmetric normed spaces. Topology and its Applications 155 (2008) 527-539.

Published
2017-03-15
How to Cite
Ceno, S., & Tigno, G. (2017). Compactness in asymmetric quasi normed spaces. Journal of Progressive Research in Mathematics, 11(3), 1638-1644. Retrieved from http://scitecresearch.com/journals/index.php/jprm/article/view/1055
Issue
Vol 11 No 3: JPRM
Section
Articles

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