On Some FT_i-space ;i=0,1,2 in Topological Space
DOI:
https://doi.org/10.29304/jqcsm.2024.16.21561Keywords:
F_open, F_closed, FT_0_space, FT_(1 )_space, FT_2 _spaceAbstract
In this paper, we introduce a new definitions of Separation Axiom which we called _space, _space, _space, Then we set the characteristics for each definition and demonstrated the interconnection between the three definitions. We also demonstrated the genetic and partial characteristics in each definition.
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References
R. Engelking. General Topology. PWN, Warszawa, 1977.
C. Kuratowski. Topology I. 4th. ed., in French, Hafner, New york, 1958
L. Steen and J. Seebach. GCounterexamples in Topology. Dover Publications, INC, 1995
M. H. Alqahtani "F-open and F-closed Sets in Topological Spaces"European Journal of Pure And Applied Mathematics, Vol. 16, No . 2, 2023, 819-832.
H.M.Darwesh, N.O.Hessean, S_g-open Sets in Topological Spaces, JZS(2015) 17 -1(Part-A).
M. H. Alqahtani "C-open Sets on Topological Spaces ,arXiv:2305.03166(math)on 4 May 2023.
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Copyright (c) 2024 Mustafa Mohammed Turki, Raad Aziz Hussan
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.
