∗-g-closed set
On Decompositions of (r*g*)* Closed Set in Topological Spaces
... (r*g*)* closed set. The concept of (r*g*)* locally closed sets and (r*g*)* locally continuous functions are introduced and some of their properties are ...
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Characterizations of g*-open functions in topology
... Generalized closed set ( in brief, g-closed) set [13] if Cl(A)u whenever A u and u is open in x ...gs-closed) set [3] if sCl(A)u whenever A u and u is open in x ...
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On $\theta g*$-Closed Sets in Topological Spaces
... π g β - continuous but not θ g * - continuous. Since for the closed set {a} and {b,c} in Y, f − 1 ({a}) = {c} and f − 1 ({b,c}) = {a,b} which is π g β - closed but not θ g ...
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A New Class sc*g Set Weaker Form of Closed Sets in Topological Spaces
... is g-continuous and sc*g-closed and A is a sc*g-closed set of X, then f(A) is sc*g-closed in ...an g-open set of Y. Since f is g-continuous, f ...
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Properties of g*-closed sets in topological spaces
... the closed set to generalized closed set (g-closed set) in topology for the first ...of closed sets have been ...sets, g*-closed sets, ...
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Vol 8, No 3 (2017)
... every g-closed set in it is ...gs-closed set in it is closed. iii. a 𝑇𝑇 𝑑𝑑 space [7] if every gs-closed set in it is ...-closed set in it is ...
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Vol 8, No 8 (2017)
... 𝜓 g # int(A) = 𝜓 g # int(U), for any nonempty subset U of ...𝜓 g # - closed set. Then there exists a nonempty 𝜓 g # -closed set B such that B ⊂ A and B ≠ ...𝜓 ...
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FUZZY w- CONTINUOUS MAPPINGS
... open set in X for every fuzzy open set G in Y. (b) Fuzzy closed if the inverse image of every fuzzy closed set of Y is fuzzy closed in ...open set in X for every ...
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Contra g ? ? WG Continuous Functions
... generalized closed sets in topological ...semi closed set, Naga veni.N[15] introduced weakly generalized closed sets in topological ...Thivagar[17] g - closed set, Saied ...
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g -closed sets in topological spaces
... g-closed sets in topology which is same as that of g -closed set defined by ...generalized closed sets , namely, g -closed sets in topology, also some ...
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On nano π* g* - Closed Sets
... a set, but in some situation, equivalence relations are nor suitable for coping with granularity, instead the classical nano topology is extend to general binary relation based covering nano topological ...nano ...
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g- Closed Sets In Topological Spaces
... ψg-closed set [13] if ψcl(A) ⊆ U whenever A ⊆ U and U is open in (X, τ) (i) g * -closed set [16] if cl(A) ⊆ U whenever A ⊆ U and U is g-open in (X, τ) (j) g ˆ - ...
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(r*g*)* continuous maps in topological spaces
... {a},{a,c}}, Closed set = { ,X, {b,c},{b}} (r*g*)* closed set are of X are{ ,X, {a}{b}{a,b},{b,c},{a,c} }σ = { ,Y, {a}} Closed set = { ,Y, {b,c}} (r*g*)* ...
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Vol 9, No 5 (2018)
... regular closed set in X. We know that every supra regular closed set is supra closed set and every supra closed set is supra*g-closed ...
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Vol 6, No 10 (2015)
... (10) g * p -closed set [21] if pcl (A) ⊆ U whenever A ⊆ U and U is open in ( X, τ ...(11) g # -closed set [20] if cl (A) ⊆ U whenever A ⊆ U and U is α g-open in ( X, τ ...
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(H,F) Closed set and coupled coincidence point theorems for a generalized compatible in partially G metric spaces
... In this section, we give some definitions, propositions, examples and remarks which are useful for main results in our paper. Throughout this paper, (X, ) denotes a partially or- dered set with the partial order . ...
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SV is an equivalence set of G and S is a dominating set of G. The minimum cardinality of a c-e-d set of
... independent set such that V-S is an equivalence ...independent set with V-S being an equivalence ...dominating set whose complement is an equivalence ...
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Vol 2, No 7 (2011)
... regular closed sets of Y. Then f -1 (A) and f -1 (B) are disjoint regular closed sets of ...Put G = int(cl(U)) and H = int(cl(V)), then G and H are disjoint regular open sets of X such that f ...
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𝑊𝜃𝑔 Closed and 𝑊𝛿𝑔 Closed in [𝟎,𝟏] Topological Spaces
... and g : Y, Δ → Z, Ω be two fuzzy mappings. Then, i g ◦ f is fuzzy Wδg-continuous if g is fuzzy continuous and f is fuzzy Wδg-continuous, ii g ◦ f is fuzzy Wδg-irresolute if g is fuzzy ...
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A note on ‘(G,F) Closed set and tripled point of coincidence theorems for generalized compatibility in partially metric spaces’
... We skip the proof of this theorem since it can be considered as a special case of The- orem .. Indeed, if we take g as the identity map on X, we conclude the result. On the other hand, by the following lemma, we ...
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