[PDF] Top 20 RgI Closed Sets in Ideal Topological Spaces
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RgI Closed Sets in Ideal Topological Spaces
... [1] Antony Rex Rodrigo J,Ravi O and Nalininirmalatha A, g ˆ -closed sets in ideal topological spaces. Methods of functional Analysis and Topology, Vol.17(2011) no3,274-280. Reasoning ... See full document
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A new form of generalized closed sets via regular local function in ideal topological spaces
... in topological spaces via ideals was introduced by ...topic ideal topological spaces, by ...in ideal topological ...an ideal I was first defined by Njastad [12] in ... See full document
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On p#g closed sets in Topological spaces
... pre- closed (resp.semi-closed, ...α-closed) sets containing A is called the pre-closure ...α-open) sets contained in A is called the ...α-open) sets is denoted by P ... See full document
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On $\theta g*$-Closed Sets in Topological Spaces
... - closed in X. Since every θ g * - closed set is rg- closed (gpr-closed,gs- closed,gp-closed, π g-closed, π gs-closed, π g β -closed), f − 1 (V) is ... See full document
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r*g*-Closed Sets in Topological Spaces
... generalized closed sets in topology. b- open sets have been introduced and investigated by ...g* closed sets and studied its ...r*g* closed sets and investigate some ... See full document
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Weakly *g Closed Sets in Topological Spaces
... 4. A semi-preopen set (=β-open) if A ⊂ cl (int (cl (A))) and a semi-preclosed set (=β- closed) if int (cl (int A)) ⊂ A. The semi-closure (respectively pre-closure, α-closure, semi-preclosure) of a preclosed) ... See full document
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ON b*g^ CLOSED SETS IN TOPOLOGICAL SPACES
... Proof: Suppose A is a b*g^-closed set. Let F be a g^-closed set contained in b*cl(A)-A. Now, F c is a g^-open set of X such that A F c . Since, A is b*g^-closed set we have b*cl(A) F c . Hence F ... See full document
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VSGb Closed Sets in Vague Topological Spaces
... fuzzy sets was introduced by Zadeh [11] in ...fuzzy sets and fuzzy ...fuzzy sets was introduced by Atanassov [2] as a generalization of fuzzy ... See full document
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SRW-Closed Sets in Soft Topological Spaces
... Semi Closed if Int(Cl(A) ⊆ ...Regular Closed if A = ...Weakly Closed (briefly W-Closed) ifCl(A) ⊆ U whenever A ⊆ U and U is semi open in ... See full document
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REGULAR WEAKLY HOMEOMORPHISM IN IDEAL TOPOLOGICAL SPACES
... of ideal topological spaces was first studied by Kuratowski [4] and Vaidyanathaswamy ...of ideal topological ...rw-closed sets in topologcal ... See full document
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Supra*g-Closed Sets in Supra Topological Spaces
... generalized closed sets have been introduced over the ...the closed set is called supra*g-closed in supra topological spaces and investigate some of the basic properties ... See full document
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Strongly g*s –Closed Sets in Topological Spaces
... the topological spaces X=Y= {a,b,c} with topologies ={ ϕ,X,{a}} and σ ...g*s-closed sets is {ϕ, X,{b},{c},{b, ...a closed map. Since the closed set {b,c} in (X, ),f({b,c})={b,c} ... See full document
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Properties of g*sp-Closed Sets in Topological Spaces
... Proof . (i) Let F be a g-closed set contained in spCl(A) –A , then spCl(A) X – F since X – F is g-open with A X-F and A is g*sp-closed set. Then, F (X-spCl(A)) (spCl(A)-A) (X-spCl(A) ) spCl(A) = ... See full document
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g- Closed sets in Intuitionistic Fuzzy Topological spaces
... fuzzy sets was introduced by Zadeh [9] and later Atanassov [1] generalized this idea to intuitionistic fuzzy sets using the notion of fuzzy ...fuzzy topological spaces using the notion of ... See full document
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Some Generalizations of Locally Closed Sets
... of sets in the topological space which is called λ-open ...semi-open sets [7] and α-sets [11] are examples of that type of sets although preopen sets [10] is not an example of ... See full document
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\tau\alpha*-g\alpha Closed Sets in Topological Spaces
... -closed sets in the topological space (X, τ ...are topological spaces in which no separation axioms areassumed unless otherwise explicitly ...a topological space X, int(A), ... See full document
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On Nano Regular Generalized and Nano Generalized Regular Closed Sets in Nano Topological Spaces
... Note 3.11: Every nano regular generalized closed set is a nano generalized regular closed. In the above example (3.10), all nano regular generalized closed sets are nano genrealized regular ... See full document
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δ(δg)*-Closed sets in Topological Spaces
... π-generalised closed(briefly,πg-closed) 18 if cl(A) U whenever A U, U is π-open in (X, ...pre- closed(briefly,πgp-closed) 19 if pcl(A) U whenever A U, U is π-open in (X, ... See full document
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g -closed sets in topological spaces
... Proof: Let F be any closed subset of X. Then f(F) be -closed set in Y, since f: X Y is -closed function. Again, g:Y Z is strongly g -closed function and f(F) is -closed ... See full document
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ON Πgb*-Closed Sets in Topological Spaces
... mentioned sets are called semi open, -open, pre-open, semipre-open, regular open, b-open and b*-open sets ...semi closed (resp. -closed, pre- closed, semipre-closed, regular ... See full document
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