Some Separation Axioms in Ordinary Smooth Topological Spaces
Abstract
Abstract In this paper, we determine some type of the separation axioms of ordinary smooth topological spaces and we also study some properties of ordinary smooth topological spaces which are introduced by our axioms. Keywords : ordinary smooth topological space, ordinary smooth subspace, separation axioms,continuous function, homeomorphismReferences
Badard R. (July 1986). Smooth axiomatics. First IFSA Congress,Palma de Maliorca.
Chang C.L. (1986) Fuzzy topological space. Int. Journal of Math. Analysis and Application (24), 182-190.
El-gayyar M.K., Kerre E.E., Ramadan A.A. (2001). On smooth topological spaces II separation axioms. Fuzzy sets
and Systems (119), 495-504.
Jeong G.L., Pyung K.L., Kul H. (2013). Closure, interior redefined and some types of compactness in ordinary
smooth topological spaces. Kor. Journal of Intelligent Systems, 1(23), 80-86.
Jeong G.L., Kul H., Pyung K.L. (2014). Closure, interior and compactness in ordinary smooth topological spaces.
Int. Journal of Fuzzy Logic and Intelligent Systems ,3(14), 231-239.
Pyung K.L., Byeong G.R., Kul H. (2012). Ordinary smooth topological spaces. Int. Journal of Fuzzy Logic and
Intelligent Systems, 1(12), 66-76.
Chang C.L. (1986) Fuzzy topological space. Int. Journal of Math. Analysis and Application (24), 182-190.
El-gayyar M.K., Kerre E.E., Ramadan A.A. (2001). On smooth topological spaces II separation axioms. Fuzzy sets
and Systems (119), 495-504.
Jeong G.L., Pyung K.L., Kul H. (2013). Closure, interior redefined and some types of compactness in ordinary
smooth topological spaces. Kor. Journal of Intelligent Systems, 1(23), 80-86.
Jeong G.L., Kul H., Pyung K.L. (2014). Closure, interior and compactness in ordinary smooth topological spaces.
Int. Journal of Fuzzy Logic and Intelligent Systems ,3(14), 231-239.
Pyung K.L., Byeong G.R., Kul H. (2012). Ordinary smooth topological spaces. Int. Journal of Fuzzy Logic and
Intelligent Systems, 1(12), 66-76.
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Published
2017-06-07
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Research Article