On Supra – Separation Axioms for Supra Topological Spaces
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Abstract
Through the concepts of supra open sets and supra we introduce a new class of separation axioms and study some of their properties. We could comparative between these two items. At last we investigate the hereditary and other properties of them
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References
[1] S. Lipschutz, “General Topology”, Schaum`s , Series, McGraw-Hill Comp., 1965.
[2] A. S. Mashhour, A. A. Allam, F. S. Mahmoud and F. H. Khedr, “On supra topological spaces”, Indian J. Pure and Appl. Math. no. 4, 14(1983), 502-510.
[3] Sze-Tsen, Hu, “Elements of General Topology”, Holden – Day, 1964.
[4] D. Sreeja, C. J n ki “ N w T p of S p tion
ioms in Topologic l Sp c s”, Asian Journal of Current Engineering and Maths1: 4 Jul-Aug (2012), 199 – 203.
[5] R. Deve, S. Sampathkumar and M. Caldas, On Sup α-op n S ts n Sα-continuous functions , General Math., Vol. 16, Nr.2 (2008), 77-84.
[6] O. Nj st “ On som cl ss s of n l op n sets, Paccific J. Math., 15(1965), 961-970.