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[PDF] Top 20 Weakly Generalized Star Pre Regular Closed Sets In Topology

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Weakly Generalized Star Pre Regular Closed Sets In Topology

Weakly Generalized Star Pre Regular Closed Sets In Topology

... Proof:Let P be wg*pr -closed set. That is X-P is wg*pr -open. Now we prove that wg*pr -d(P)  A. Allow xwg*pr -d(P) which intend x is a wg*pr -limit point of P, that is each wg*pr -nhd of x contains a point of P ... See full document

8

Generalized star semi regular closed sets in topological spaces

Generalized star semi regular closed sets in topological spaces

... of closed set is fundamental in the study of topological ...of generalized closed sets in the topological space by comparing the closure of subset with its open ...on generalized of ... See full document

15

On generalized fuzzy strongly semiclosed sets in fuzzy topological spaces

On generalized fuzzy strongly semiclosed sets in fuzzy topological spaces

... preliminaries. Generalized semiclosed (semiopen) and gener- alized closed (open) sets play an important role in general topology [2, ...defined generalized fuzzy closed set in ... See full document

7

Vol 7, No 7 (2016)

Vol 7, No 7 (2016)

... of generalized closed sets in the topological space by comparing the closure of subset with its open ...of closed set has lead to significant contribution to the theory of separation axiom, ... See full document

7

On #α-Regular Generalized Closed In Topological Spaces

On #α-Regular Generalized Closed In Topological Spaces

... open sets and strong regular open sets have been introduced and investigated by Stone [18] and Tong [20] ...open sets, generalized closed sets, regular semi open ... See full document

7

Vol 2, No 4 (2011)

Vol 2, No 4 (2011)

... open sets have been introduced and investigated by Stone ...semi-open sets, regular semiopen sets, weakly closed sets and generalized pre-regular ... See full document

11

Properties of sg* closed sets in topology

Properties of sg* closed sets in topology

... Levine generalized the concept of closed set to generalized closed ...(1987) generalized the concept of closed sets to semi-generalized open ...we ... See full document

6

On Pre Generalized Pre Regular Weakly Open Sets and Pre Generalized Pre Regular Weakly Neighbourhoods in Topological Spaces

On Pre Generalized Pre Regular Weakly Open Sets and Pre Generalized Pre Regular Weakly Neighbourhoods in Topological Spaces

... Example 5.4. Let X = {a, b, c, d} with topology τ = {X, φ,{a},{b ,{a, b},{a,b,c}}. Then pgprωo(X) = {X, φ,{a}, {b},{c},{a, b},{b,c},{a, c} ,{a, b, c},{a,b,d}}. The set {c,d} is pgprω-nbhd of the point c, since the ... See full document

6

Pre Generalized Regular Weakly-Closed (pgrw-closed) Sets in a Bitopological Space

Pre Generalized Regular Weakly-Closed (pgrw-closed) Sets in a Bitopological Space

... Arockiarani, Studies on generalizations of generalized closed sets and maps in topological spaces, Ph.D Thesis, Bharathiar University, Coimbatore, (1997). Gnanambal, Studies on generali[r] ... See full document

11

Vol 3, No 6 (2012)

Vol 3, No 6 (2012)

... introduced generalized closed sets in general topology as a generalization of closed ...introduced regular open ...semi-open sets, generalized closed ... See full document

7

$(1,2)^*$-rg$\alpha$-Closed sets in bitopological spaces

$(1,2)^*$-rg$\alpha$-Closed sets in bitopological spaces

... In this section, we introduce and study (1,2)*-rgα-open sets in topological spaces and obtain some of their properties. Also, we introduce (1,2)* -rgα- neighborhood (shortly (1,2)*-rgα-nbhd in topological spaces ... See full document

15

Min-Max $pi g^asteta$-continuous and Max-Min $pi g^asteta$-continuous functions in topological spaces

Min-Max $pi g^asteta$-continuous and Max-Min $pi g^asteta$-continuous functions in topological spaces

... Theorem 2.30. A proper nonempty subset F of X is maximal πg ∗ β -closed set iff X −F is a minimal π g ∗ β -open set. Proof: Let F be a maximal π g ∗ β -closed set. Suppose X − F is not a minimal π g ∗ β ... See full document

6

A New Class of Regular Weakly Closed Sets and Functions Using Grills

A New Class of Regular Weakly Closed Sets and Functions Using Grills

... of generalized closed sets, termed 𝒢-𝑟𝑤-closed, in terms of a given grill 𝒢 on the ambient space, the definition having a close bearing to the above operator ...𝒢-𝑟𝑤-closed sets ... See full document

12

Vol 4, No 12 (2013)

Vol 4, No 12 (2013)

... fuzzy regular closed (IFRCS for short) if cl(int(A)) = A, (ii) intuitionistic fuzzy regular open (IFROS for short) if int(cl(A)) = A, (iii) intuitionistic fuzzy preclosed set (IFPCS for short) if ... See full document

7

Vol 3, No 3 (2012)

Vol 3, No 3 (2012)

... introduced generalized closed sets and pairwise generalized closure operator in bitopological spaces in ...of generalized star regular closed sets in ... See full document

7

Vol 6, No 8 (2015)

Vol 6, No 8 (2015)

... minimal Weakly generalized open set containing an element ...an Weakly generalized open set W containing x such that U⊄ W then U ∩ W is an Weakly generalized open set such that U ... See full document

6

Vol 6, No 8 (2015)

Vol 6, No 8 (2015)

... introduced generalized closed sets and pairwise generalized closure operator in bitopological spaces in ...b-open sets in bitopological ...𝑏𝑏𝑏𝑏 closed set, Pairwise * 𝑏𝑏𝑏𝑏 ... See full document

6

On almost contrα  generalized #pre continuous functions

On almost contrα generalized #pre continuous functions

... g-closed sets, Veera Kumar (2004) introduced generalized closed set namely g # ...p-closed sets and their properties, Subramanian in (2013) introduced g # p-continuous maps in ... See full document

5

Vol 4, No 2 (2013)

Vol 4, No 2 (2013)

... g-closed sets plays an important role in the general ...g- closed sets have been introduced in general topology as well as in fuzzy topology and intuitionistic fuzzy ...g ... See full document

7

Index Terms: Fuzzy topology, fuzzy open set, fuzzy closed set, fuzzy super interior, fuzzy super closure,

Index Terms: Fuzzy topology, fuzzy open set, fuzzy closed set, fuzzy super interior, fuzzy super closure,

... Sufficiency: Suppose that every fuzzy subset of X is fuzzy rg-super closed .If UFRSO(X) then since int(U)≤U and int(U) is fuzzy rg-super closed, cl(int(U))≤U≤cl(int(U)) and UFRSC(X).Thus ... See full document

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