Nano Topological spaces
Separation Axioms and Graphs of Functions in Nano Topological Spaces via Nano $\beta$-open Sets
... in nano topological spaces in terms of nano β -open sets along with their basic ...viz. nano β -closed graphs and strongly nano β -closed graphs of functions between two ...
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G-Nαg Closed Sets and G-Ngα Closed Sets in Grill Nano Topological Spaces
... a topological space was first introduced by Choquet [4] in the year ...the topological structure. This expansion of topological space is used to measure the technique of describing other than ...
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On Nano Regular Generalized and Nano Generalized Regular Closed Sets in Nano Topological Spaces
... called Nano regular generalized and Nano generalized regular closed sets in nano topological ...of nano regular generalized closed sets and nano generalized regular closed sets ...
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Nano contra semi c(s) generalized continuity in Nano Topological Spaces
... called Nano contra semi c(s) generalized continuity in Nano topological ...of Nano contra semi c(s) - generalized continuous function are ...other nano contra continuous functions are ...
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On Nano ag*s-Closed Sets in Nano Topological Spaces
... in Topological spaces through which new results in general ...introduced nano topological space with respect to a subset X of a universe which is defined in terms of lower and up- per ...
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On nano semi ${widehat g}$-closed sets in nano topological spaces
... of nano semi b g-closed sets and nano semi b g-open sets in nano topological ...of nano semi g-closed sets and discussed b the relationships between the other existing nano ...
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On nano $pi g^ast$s-closed sets in nano topological spaces
... In this paper, a new class of set called nano π generalized star semi-closed sets in nano topological spaces is introduced and some of their basic properties are investigated. We shows that a ...
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On Nano Generalised Pre Closed Sets and Nano Pre Generalised Closed Sets in Nano Topological Spaces
... of Nano topology was introduced byLellisThivagar[3] which was defined in terms of approximations and boundary region of a subset of an universe using an equivalence relation on it and also defined Nano ...
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On Nano Generalized $\beta$ Regular Spaces and Nano Generalized $\beta$ Normal Spaces in Nano Topological Spaces
... of Nano topology was introduced by Thivagar [4] which was defined in terms of approximations and boundary regions of a subset of an universe using an equivalence relation on it and he also defined Nano ...
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ON NANOas*CLOSED ANDNANOas*-CONTINUOUS
... in Topological space. The notion of nano topology was introduced by Lillis Thivagar 3 which was defined in terms of approximations and boundary region of a subset of an universe using an equivalence ...
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International Journal of Scientific Research and Reviews ON NANO CLOSED ANDNANO -CONTINUOUS
... in Topological space. The notion of nano topology was introduced by Lillis Thivagar 3 which was defined in terms of approximations and boundary region of a subset of an universe using an equivalence ...
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Vol 8, No 4 (2017)
... of nano topology was introduced by Lellis Thivagar [13,14]which was defined in terms of approximations and boundary region of a subset of an universe using an equivalence relation on ...of nano open sets ...
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A Weaker form of Contra Continuous Function in Nano Topological Space
... Abstract. The purpose of this study is to introduce a weaker form of contra continuous function called Contra Nwg-continuous function in Nano topological spaces. Some of its properties are analyzed. ...
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Vol 9, No 6 (2018)
... of nano topological ...of nano open sets namely nano α -open sets, nano semi open sets and nano pre open sets ...of nano b-open sets, the concepts of somewhat nano ...
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Tilings in topological spaces
... a topological space X, a facet of the tiling is a connected compo- nent of the intersection of some finite set of ...by topological disc, these definitions correspond to those of ...
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Properties of Topological Spaces
... Let A be a non-empty subset of a topological space (X, τ ). The class τ A of all intersections of A with τ -open subsets of X is a topology on A; it is called the relative topology on A or the relativizationof τ ...
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On -Multifunctions In Topological Spaces
... Throughout this paper X, , Y, and Z , (or simply X , Y and Z ) represent topological spaces on which no separation axioms are assumed unless otherwise mentioned. For a subset A of X , cl ...
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Fuzzy topological spaces
... of compactness, and the wrong definition of a product space I still had the "right" definition Of a uniformity, though, since it was not defined in terms of products... paper on products[r] ...
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Vol 3, No 3 (2012)
... Veera Kumar On closed sets in topological spaces, Bull Allahabad Math. Veera Kumar On μp closed sets in topological spaces, Antarctica J[r] ...
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QUASI -NORMAL SPACES IN TOPOLOGICAL SPACES
... [8] T. Noiri, Mildly normal spaces and some functions, Kyungpook Math. J., 36(1996), 183-190. [9] T. M. J. Nour, Contribution to the Theory of Bitopological Spaces, Ph. D. Thesis, Delhi Univ 1989. [10] Paul ...
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