FIBREWISE COMPACTNESS IN FIBREWISE TOPOLOGICAL GROUP

Authors

  • Najah Salim Abdanabi Department of Mathematics, Faculty of Science, Al Asmarya Islamic University, Libya

DOI:

https://doi.org/10.59743/jbs.v33i2.197

Abstract

The aim of this paper is to study the fibrewise compactness and fibrewise locally compactness in fibrewise topological group. Also we give several results concerning it.

References

A.E. Radwan, F.A.Ibrahem, S.S. Mohmoud and N.S. Abdanabi; Basic construction of fibrewise group, J A Sci 2017; 13(1):104-106.

G.Baolin and H.Yingzhao; A brief introduction to fibrewise topological spaces theory. Journal of Math Research with Applications(2012), Vol.32, No.5, pp.626-630.

I.M. James; Fibrewise general topology. In Aspects of topology (Ed I. M. James and

E.R. Kronheimer), Cambridge University press, Cambridge- N.Y.1984.

I.M. James; Fibrewise topology. Cambridge University press, Cambridge N.Y.1991.

I.M. James; Introduction to Fibrewise homotopy theory North-Holland, Amsterdam (1995).

I.M.James; Fibrewise compactly-generated spaces. Publ, Rims, Kyoto vniv. 31(1995),45-61.

I.M.James; General topology and homotopy theory. Springer verlag, 1985.

J. James; Numerical invariants of Fibrewise homotopy, Amer. Math. Soc. Providence, RI, (1995).

M.C .Crabb, I.M. James; Fibrewise homotopy theory, (1998).

N. Bourbaki; General topology, Hermann, Paris VI, Part 1.

O.A. Tntawy, F.A.Ibrahem, S.S. Mohmoud and N.S. Abdanabi; Fibrewise topological group, , International Journal of Scientific Engineering and Science, Vol 1, Issue 6, pp 1-4, 2017.

P. Zhany. & J. M, James; Fibrewise transformation groups and fibre- bundles Northeast Math. J. 8(1992), no. 3, 263-274.

Paulsen; An Introduction to theory of topological group and their representation (2011).

S. S. Mahmoud &Y. Y. Yousif; Fibrewise near separation axioms, International Mathematical Forum, Vol. 7, 2012, no. 35, 1725-1736.

T. Husain. Introduction to topological groups.

T.W.Korner; Topological groups, Spring(2008).

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Published

2020-12-31

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How to Cite

FIBREWISE COMPACTNESS IN FIBREWISE TOPOLOGICAL GROUP (N. S. Abdanabi , Trans.). (2020). Journal of Basic Sciences, 33(2), 146-153. https://doi.org/10.59743/jbs.v33i2.197