[PDF] Top 20 La identidad femenina y las relaciones de poder en los relatos de Luisa Valenzuela
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On I (s*g)-Continuous Functions in Ideal Topological Spaces
... An ideal topological space is a topological space (X , τ) with an ideal I on X and is denoted by (X , τ, .../ I for every U ∈ τ( x )}, where, τ( x ) = {U ∈ τ : x ∈ U }, is called ... See full document
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Vol 3, No 6 (2012)
... in topological spaces have been considered since ...semi-local functions in ideal topological ...and I s * g − closed sets were introduced by ...define g * ... See full document
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(i,j) β I i Open Sets and (i,j) β I i Almost Continuous Functions in Ideal Bitopological Spaces
... An ideal I on a topological space (X, τ) is a nonempty collection of subsets of X which satisfies (1) A ∈ I and B ⊆ A implies B ∈ I and (2) A ∈ I and B ∈ I implies A ∪ B ∈ ... See full document
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ON SBĜ – CONTINUOUS FUNCTIONS AND SBĜ HOMEOMORPHISMS IN TOPOLOGICAL SPACES
... of g-closed sets many concepts of topology have been generalized and interesting results have been obtained by several ...generalized continuous maps in Topological ... See full document
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On βwg-Continuous and βwg-Irresolute Functions in Topological Spaces
... a topological space (X, τ) is called a (i) g-closed [16] if cl(A) U whenever A U and U is open in ...(xii) g*-closed [35] if cl(A) U whenever A U and U is g-open in ... See full document
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On g-β-Irresolute Functions on Generalized Topological Spaces
... generalized topological spaces (GTS), generalized open sets and generalized continuity (= (g, g 0 )-continuous functions) were introduced by ...of topological ... See full document
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Functions on α * g –Open Set in Topological Spaces
... Generalized closed mappings were introduce and studied by Malghan. In 1983,A.SMashour et al and I.A. Hasanein introducedα–open maps and α –closed maps, recentlyP. Anbarasi Rodrigo and S.Pious Missier introduced α*–open ... See full document
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Strongly g*s –Closed Sets in Topological Spaces
... semi continuous functions using semi open ...semi- continuous functions is further carried out by Noiri [ 12 ], crossely and Hildebrand and many ...generalized continuous ... See full document
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g*b Homeomorphisms and Contra g*b continuous Maps in Topological Spaces
... contra-semi-continuous functions, contra- pre-continuous functions and contra-α-continuous functions between topological ... See full document
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Min-Max $pi g^asteta$-continuous and Max-Min $pi g^asteta$-continuous functions in topological spaces
... π g ∗ β -open set and S(6= ϕ) ⊂ U ...π g ∗ β -open set W containing x, S ⊂ U ⊂ W ⇒ S ⊂ W . Now S = S ∩U ⊂ S ∩W ...Since S 6= ϕ, S ∩W 6= ϕ ...π ... See full document
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β# - I- Continuous Multifunctions
... of ideal in topological space was first introduced by Kuratowski[2] and Vaidyanathswamy ...of I−open sets in topological ...investigated I−open sets and I−continuous ...of ... See full document
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g* s- Homeomorphism and Contra g*s- Continuous Functions in Topological Space
... Semi continuous, functions, contra – pre- continuous functions and contra - ߙ -continuous functions between topological ... See full document
12
Vol 2, No 9 (2011)
... Topological ideal plays an important role in topology for several ...of I-open sets in topological spaces ...investigated I-open sets and I-continuous ... See full document
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Some New Regular Generalized Closed Sets in Ideal Topological Spaces
... application ideal topological ...semi-local functions in ideal topological ...of I g -closed set is given by Dontchev et ...of I g -closed sets and I ... See full document
114
Regular Mildly Generalized Continuous and Irresolute Functions in Topological Spaces
... of continuous functions in topology using the sets stronger and weaker than the open and closed ...semi-continuous functions using semi-open ...introduced g- continuity, pre-continuity, ... See full document
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New Class of rg*b-Continuous Functions in Topological Spaces
... Throughout this paper (X,τ) and (Y,σ) represents non-empty topological spaces on which no separation axioms are assumed unless otherwise mentioned. For a subset A of a space (X,τ), cl(A) and int(A) denote ... See full document
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Vol 7, No 1 (2016)
... Definition 2.1: A subset A of space (X, τ) is called (i) semi open set [9] if A ⊆ cl(int(A)). (ii) semi Pre open set [1] if A ⊆ cl(int(cl(A))). (iii) pre open set [10] if A ⊆ int(cl(A)). (iv) α -open set [11] if A ... See full document
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Vol 2, No 2 (2011)
... Proof: Let F be any # gs-closed subset of X such that F⊂ A ∩ B. Hence F ⊂ A and by Proposition 5.1, F ⊂ pint(A) = ∪ { U: U is preopen and U ⊂ A}. Obviously, F ⊂ ∪ (U ∩ B), where U is a preopen set in X contained in A. ... See full document
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Properties of g*-closed sets in topological spaces
... is G*-continuous, f -1 (Cl(A)) is G*-closed in ...ϵ G*Cl(A) ...is G*-continuous. by Theorem 3.22, f -1 (U) is G*-open set containing x so that f -1 (U) ∩A by Lemma ... See full document
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Soft Semi Local Functions in Soft Ideal Topological Spaces
... soft topological spaces. The notion of soft ideal was initiated for the first time by Kandil et ...soft ideal topological spaces (X, τ, E, ... See full document
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