[PDF] Top 20 On generalized $\alpha$ regular-interior and generalized $\alpha$ regular-closure in Topological Spaces
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On generalized $\alpha$ regular-interior and generalized $\alpha$ regular-closure in Topological Spaces
... a generalized ∗ -closed set (briefly g ∗ -closed) [20] if cl ( A ) ⊆ U whenever A ⊆ U and U is g-open in ...a generalized α-closed set (briefly gα-closed)[12] if αcl ( A ) ⊆ U whenever A ⊆ U and U is α open ... See full document
7
Regular Generalized ω Closed Sets
... for topological spaces with no separation axioms assumed, unless otherwise ...the closure of A and the interior of A will be denoted by Cl(A) and Int(A), ...is regular open if A = ... See full document
11
Nano generalized $e$-closure and nano generalized $e$-interior
... nano generalized e-open sets [7] and study their properties in nano topological ...basic topological properties of the op- erators namely closure, interior, neighbourhood, limit points, ... See full document
10
A new form of generalized closed sets via regular local function in ideal topological spaces
... a regular open set [13] if A = int(cl(A)) and a regular closed if A = ...all regular open sets is denoted by ...of regular open sets may not be a regular open set in ...The ... See full document
9
Generalized star semi regular closed sets in topological spaces
... Throughout this paper (X, τ ) and (Y, σ) represent nonempty topological spaces are mentioned. For a subset A of a space (X, τ ) cl A and int A denote the closure of A and the interior of A ... See full document
15
Nano Generalized Regular Continuity Innano Topological Space
... of generalized closed sets as a generalization of closed sets in Topological ...of generalized regular closed sets in topological ...nano interior and nano ... See full document
6
On #Regular Generalized Open Sets In Topological Space
... a topological space on which no separation axiom is assumed unless otherwise ...a topological space X, cl(A) and int(A) denote the closure of A and the interior of A ... See full document
5
On Pre Generalized Pre Regular Weakly Open Sets and Pre Generalized Pre Regular Weakly Neighbourhoods in Topological Spaces
... denote topological space on which no separation axioms are assumed unless explicitly ...the Closure of A, Interior of A , Compliment of A, pre-closure of A and pre-interior of (A) in X ... See full document
6
On Generalized Closure Operators in Generalized Topological Spaces
... strong generalized interior ...(strong) generalized closure operators. Then the interaction of generalized closure operator with the generalized topological ... See full document
5
On Generalization of Generalized Regular b-Open Sets in Topological Spaces
... of generalized closed sets in topological ...of generalized regular 𝑏-closed set and its properties are given in ...of generalized regular 𝑏-open sets and introduce the notions ... See full document
11
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 ... See full document
7
On Nano Regular Generalized and Nano Generalized Regular Closed Sets in Nano Topological Spaces
... Nano regular generalized and Nano generalized regular closed sets in nano topological ...nano regular generalized closed sets and nano generalized regular ... See full document
5
On #α-Regular Generalized Closed In Topological Spaces
... non-empty topological space on which no separation axiom is assumed unless otherwise ...a topological space X, cl(A) and int(A) denote the closure of A and the interior of A ... See full document
7
On Nano Generalized $\beta$ Regular Spaces and Nano Generalized $\beta$ Normal Spaces in Nano Topological Spaces
... Nano interior and Nano closure. Levine [5] introduced generalized closed sets as a generalization of closed sets in topological ...g-normal spaces using g-closed sets in ... See full document
5
Index Terms: Fuzzy topology, fuzzy open set, fuzzy closed set, fuzzy super interior, fuzzy super closure,
... fuzzy topological spaces .The concepts of generalized super closed sets in topology was invented by Levene [4] ...of Regular generalized super closed sets and Regular ... See full document
5
Completely regular fuzzifying topological spaces
... we studied connectedness and local connectedness in fuzzifying topological spaces as well as the so-called sequential fuzzifying topologies. In [5], we introduced the fuzzifying syn- topogenous structures. ... See full document
17
Regular L fuzzy topological spaces and their topological modifications
... every regular L-topological space into a regular space and so does the functor ω L the other way ...filters. Regular H-Lindelöf spaces are shown to be ... See full document
9
On Regular Generalized B#-Closed Sets
... Proof: Let A be any p-set and rgb # -closed. Then cl(int(A)) ⊆ b # cl(A). Let A ⊆ U. Suppose U is regular open. Since A is rgb # -closed, b # cl(A) ⊆ U. Therefore, cl(int(A)) ⊆ U. Since every regular open ... See full document
7
Min-Max $pi g^asteta$-continuous and Max-Min $pi g^asteta$-continuous functions in topological spaces
... Proof: Let N be any minimal open set in Z. Since g is minimal πg ∗ β -continuous, g −1 (N) is a π g ∗ β -open set in Y . Again since f is continuous, f −1 (g −1 (N)) = (g ◦ f ) −1 (N) is a πg ∗ β - open set in X . Hence ... See full document
6
Neighborhood spaces
... term interior operator on X to mean a set func- tion I : 2 X → 2 X which satisfies (i), (ii), and (v); the interior operators for topological, pretopological, and closure spaces are ... See full document
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