[PDF] Top 20 Regular Mildly Generalized Continuous and Irresolute Functions in Topological Spaces
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Regular Mildly Generalized Continuous and Irresolute Functions in Topological Spaces
... Example 3.16: Let X={a, b, c, d}with the topology π ={X, β , {a}, {b}, {a, b}, {a, b, c}} and Y={1, 2, 3} π ={Y, β , {1, 2}}. Let f: (X, π)β(Y, π) be defined by f(a) =3, f(b) =3, f(c) =2, f(d) =3. Then f is wg- ... See full document
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On Ξ²wg-Continuous and Ξ²wg-Irresolute Functions in Topological Spaces
... in topological spaces Later, ...of generalized continuous ...gp-continuous functions and investigated their ...of functions, namely, ο’wg-continuous functions ... See full document
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On pre- -Open Sets and Contra pre- -continuous Functions and Contra pre- -irresolute Functions in Topological Spaces
... of functions, namely, pre-Ξ±-continuous functions, contra pre-Ξ±- continuous functions, pre-Ξ±-irresolute functions and contra pre-Ξ±-irresolute functions in ... See full document
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On g-Ξ²-Irresolute Functions on Generalized Topological Spaces
... On the other hand, Abd El-Monsef et al. [1] introduced the notions of Ξ²-open sets and Ξ²-continuity in topological spaces early in 1983. Andrijevic [3] introduced the notion of semi-preopen sets which are ... See full document
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Remarks on strongly and completely gsΞ±**-irresolute functions in topological spaces
... irresoluteness. Irresolute functions give new path towards ...of irresolute functions have been introduced over the course of years whose importance is significant in various branches of ... See full document
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On Strongly Ξ±Ξ΄ Super Irresolute Functions in Topological Spaces
... Example 4.11. Let π = π, π, π and π = π, π, π , π , π, π , {π, π} and π = π, π, π , π , π, π , {π, π} . Let π: π, π β (π, π) be the identity. Then π β1 π is Super-πΌπΏ-continuous but not a πΌπΏ-Irresolute. ... See full document
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Binary Regular ^ Generalized Continuous And Irresolute Functions
... binary regular ^ generalized closed sets in binary topological spaces and studied its basic ...binary regular ^ generalized continuous function, totally and strongly ... See full document
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On rgwβΊ-Continuous and rgwβΊ-Irresolute Maps in Topological Spaces
... The continuous functions plays very important role in ...gpr-continuity, regular and completely-continuous ...of generalized continuous (briefly g - continuous) ... See full document
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Almost Contra Pre Generalized $b$ - Continuous Functions \\in Topological Spaces
... W regular closed sets in Y such that f ( x ) β V , f ( y ) β / V , f ( y ) β W and f ( x ) β / ...- continuous, f β1 ( V ) and f β1 ( W ) are pgb - open subsets of X such that x β f β1 ( V ) , y β / f β1 ( ... See full document
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(r*g*)* continuous maps in topological spaces
... semi continuous functions using semi open ...of generalized continuous maps in a topological ...several generalized closed sets and generalized continuous ... See full document
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ALMOST -NORMAL AND MILDLY -NORMAL SPACES IN TOPOLOGICAL SPACES
... p-normal, mildly ο§-normal, and mildly ο’-normal spaces are ...some functions such as M-ο§-open, M-ο§-closed, almost ο§-irresolute, rgο§-irresolute, rgο§-continuous and ...and ... See full document
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Vol 2, No 1 (2011)
... resp.gs- continuous[7], resp.gp-continuous[3], resp.gsp-continuous[6], ...resp. regular continuous[17], resp. pre-continuous[13], ...semi-pre- continuous[22], resp. ... See full document
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On Nano Generalized $\beta$ Regular Spaces and Nano Generalized $\beta$ Normal Spaces in Nano Topological Spaces
... Proof: Let E and F be disjoint Nano closed set in V . Since f is Nano continuous bijective, f β 1 ( ) E and f β 1 ( ) F are disjoint Nano closed in U . Now U is Ng Ξ² normal, there exist disjoint Ng Ξ² open sets G ... See full document
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Contra Ξ² * - Continuous Functions in Topological Spaces
... utilizing generalized closed ...topological spaces. He defined a function f : X β Y is contra continuous if the preimage of every open set of Y is closed in ...of functions called ... See full document
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Generalized star semi regular closed sets in topological spaces
... Remark 3.1. The converse of the above theorem need not be true in general, as shown in the following example. Example 3.2. Let X = {a, b, c, d} with topology Ο = {Ο, {a}, {b}, {a, b}, X}, Regular closed sets are ... See full document
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On Almost Pretopological Vector Spaces
... of topological vector spaces was first introduced and studied by Kolmogroff [1] in ...vector spaces which is a generalization of topological vector ...of spaces called irresolute ... See full document
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Index Terms: Fuzzy topology, fuzzy open set, fuzzy closed set, fuzzy super interior, fuzzy super closure,
... Theorem3.7: Let (X,ο΄) be a fuzzy topological space and FRC(X) be the family of of all fuzzy regular super closed sets of X. Then FRSO(X)=FRSC(X) if and only if every fuzzy subset of X is fuzzy rg-super ... See full document
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On Generalization of Generalized Regular b-Open Sets in Topological Spaces
... Proof: Let π΄ be any subset of a discrete topological space π. Let π₯ β π. Since π is a discrete topological space, every subset of π is open. Since every open set is ππππ-open, every subset of π is ... See full document
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q-Continuous Functions in Quad Topological Spaces
... bitopological spaces was introduced by Kelly [2] as an extension of topological spaces in ...bitopological spaces. The study of tri-topological spaces was first initiated by ... See full document
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Regular βΊ Generalized Open Sets In Intuitionistic Fuzzy Topological Spaces
... Definition 2.5: [5] An IFS A in an IFTS (X,Ο) is said to be (i) intuitionistic fuzzy semiopen if A β cl(int(A)) (ii) intuitionistic fuzzy Ξ± open if A β int(cl(int(A))) (iii) intuitionistic fuzzy preopen if A β int(cl(A)) ... See full document
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