ON Supra α‒ Compactness In Supra topological Spaces

Main Article Content

Ghufran A. Abbas
Taha H. Jasim

Abstract

The purpose of this paper is to introduce the concept of strongly supra  continuous function, perfectly supra  continuous function and totally supra  continuous function, The relationships among these functions are studied., and investigated some properties of them. Also we introduced the concepts of supra  compact space, supra  Lindelof spaces and countably supra  compact spaces. Some basic properties are proved. At last the relationships  among supra  open, supra  continuous maps and supra  irresolute maps in supra topological spaces .

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How to Cite
Ghufran A. Abbas, & Taha H. Jasim. (2019). ON Supra α‒ Compactness In Supra topological Spaces. Tikrit Journal of Pure Science, 24(2), 91–97. https://doi.org/10.25130/tjps.v24i2.359
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References

[1] Mashhour, A.S.; Allam, A.A.; Mahmoud, F.S and Khedr, F.H. (1983). On supra topologicl spaces. Indian J.pure and Appl . Math, 4 (14):502-510

[2] Devi, R.; Sampathkumar, S. and Caldas, M. (2008). On supra α ‒ open sets and Sα ‒ continuous maps. General Mathematics, 16 (2):77‒84.

[3] Jassim, T.H. (2009). On supra compactness in supra topological spaces. Tikrit Journal of Pure Sciences, 14(3):57-69.

[4] Sekar, S.; Jayakumar, P. (2012). On supra I ‒ open sets and supra I ‒ continuous function. Internatinal Journal Scientific and Engineering Research, 3 (5):01‒03 .

[5] Krishnaveni, K.; Vigneshwaran, M. (2017). bTμ‒ compactness and bTμ ‒ connectedness in supra topological spaces. European Journal of Pure and Applied Mathematics, 10(2):323‒334 ISSN 1307‒5543‒ www.ejpam.com.

[6] Mustafa, J.M. (2013). supra b ‒ compact and supra b ‒ Lindelof spaces. Journal of Mathematics and Applications, 36:79 -83.

[7] Latif, R.M. (2018). Supra‒I‒compactness and supra‒I‒connectedness. Journal of Mathematics Trends and Technology(IJMTT). 35(7):525-538

[8] Vidyarani, L.; Vigneshwaran, M. (2015). supra N‒ compact and supra N‒connected in supra topological spaces, Global Journal of pure and Applied Mathematics, 11(4):2265‒2277.

[9] Jassim, T.H.; Zaben, R.H. (2015). On ideal supra topological space, Tikrit Journal of Pure Science, 20(4):152-160

[10] Jassim, T.H.; Rasheed, R.O. and Amen, S.G. (2017). 3a quasi