[PDF] Top 20 (1, 2)*-M gp-Closed Sets in Bitopological Settings
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(1, 2)*-M gp-Closed Sets in Bitopological Settings
... [14] O.A.El.Tantaway, H.M.Abu.Donia, Generalized Separation Axioms in Bitopological spaces.The Arab J.Sci.Eng., 30(1A), 117-129, 2005 [15] Zaitsev, On certain class of Topological spa[r] ... See full document
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(i,j) r^g Closed Sets in Bitopological Spaces
... of sets called (i,j) - r^g closed sets and a new class of maps called D^(i,j) continuous maps and D^(i,j)- irresolute maps in bitopological ...T^ 1/2 , (i,j) - ^T ... See full document
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$(1,2)^*$-rg$\alpha$-Closed sets in bitopological spaces
... generalized closed sets in general topology as a generalization of closed ...generalized closed sets, their generalizations and related concepts in general ...α-closed ... See full document
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Strongly (1,2)( ĝ )* Closed Sets In Bitopological Space
... pre-closed sets in 1982. N. Levine [4] introduced the class of (generalized closed sets) g -closed sets in ...gs-closed sets (generalized semi-closed ... See full document
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On (1, 2)* ?gb Closed Sets
... of sets called (1, 2) * - πgb-closed sets and a new class of generalized functions called (1, 2) * -πgb- continuous maps and (1, 2) * -πgb- irresolute maps ... See full document
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On (1,2) ⃰ -πgb ⃰ - Closed Sets in Bitopological Spaces
... (vii) Every (1,2) ⃰ -gp-closed set is (1,2) ⃰ - πgb ⃰ -closed. (viii) Every (1,2) ⃰ -gs-closed set is (1,2) ⃰ - πgb ⃰ -closed. (ix) Every (1,2) ⃰ -gα-closed set is (1,2) ⃰ - πgb ... See full document
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On -closed sets in bitopological spaces
... -closed sets [12] in bitopological spaces and then investigate some of their ...ˆˆ 1/ 2 -spaces [12] and T ˆ f -spaces [12] in bitopological ...in bitopological spaces and ... See full document
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$\tau_1\tau_2$-#g Closed Sets in Bitopological Spaces
... to bitopological spaces. Fukutake [5] introduced generalized closed sets in bitopological ...open sets in ...generalized closed sets in bitopological ...of ... See full document
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On Pre Generalized Pre Regular Weakly Open Sets and Pre Generalized Pre Regular Weakly Neighbourhoods in Topological Spaces
... open sets then Regular semi open sets, Pre-open sets, gspr closed sets, gpr closed sets, gp closed sets,Rg closed sets, ... See full document
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A Note on (i,j)-πgβ Closed Sets in Intuitionistic Fuzzy Bitopological Spaces
... The notion of β-open set was introduced by Abd El- Monsef et al. [1] and Andrijevic [2]. Later on, as a generalization of the above mentioned set, πgβ sets have been introduced by Caldas and Jafari ... See full document
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Characterizations of g*-open functions in topology
... the closed set to generalized closed set (g-closed set) in topology for the first ...of closed sets have been ...preopen sets and semipreopen sets in ...rg-closed ... See full document
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On Soft Gsr-Closed Sets In Soft Bitopological Spaces
... generalized closed sets in the topological space was introduced by Levine [6] in ...gα-closed sets and sg-closed ...of bitopological spaces in 1963. Basavaraj, M.Ittangi ... See full document
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ON NANO GENERALIZED SEMI CLOSED SETS IN NANO BITOPOLOGICAL SPACES
... [4]. K.Bhuvaneswari and A.Ezhilarasi, On Nano Semi-Generalized and Nano Generalized-Semi Closed Sets in Nano Topological Spaces. International Journal of Mathematics and Computer Applications Research ... See full document
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1. Intuitionistic fuzzy sgp-closed sets
... fuzzy sets by Zadeh [22] in 1965 and fuzzy topology by Chang [2] in 1967, several researches were conducted on the generalizations of the notions of fuzzy sets and fuzzy ...fuzzy sets was ... See full document
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(1, 2)* - Ψ -Locally Closed Sets
... locally closed sets in [4] to define LC-continuity and ...closed sets. Veera Kumar [16] (Sheik John [14]) introduced ˆ g-locally closed sets (= ω-locally closed ... See full document
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On sgp-Closed and sgp-Open Functions in Topology
... the closed set {b} in X, (gof)({b}) = g(f({b}) = g({b}) = {b} is not sgp-closed set in ...of closed function and sgp-closed function is again sgp-closed ...a closed set in X. ... See full document
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On Locally b#-Closed Sets and Weakly b#-Closed Sets
... G cl(int(A))\A. Since X\G is b # -open and A X\G from the Definition 4.1, cl(int(A)) X\G. That is G X\(cl(int(A)) that implies G cl(int(A))∩(X\ (cl(int(A)))=. Conversely let A G where G is a b # -open sub set of X. If ... See full document
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On (1,2)*- g?-Regular Space in Bitopological Spaces
... Ravi O, Ekici E, LellisThivagar M et al.On (1,2)*-sets and decompositions of bitopological (1,2)*-. continuous mappings, Kochi J.[r] ... See full document
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: 54A05,54B05,54C08 ,54D10 KEY WORDS: semipreopen sets, g-closed sets .gr-closed sets ,rg-closed sets ,gb-closed sets.
... (i) Every r-closed set is wgr-closed set. (ii) Every gr-closed set is wgr-closed set. (iii)Every rb-closed set is wgr –closed set. (iv)Every wgr-closed set is ... See full document
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II.2 : Closed sets and limit points
... Exercise 21 on page 102 of Munkres is a classic problem in point set topology that is closely related to the closure operator on subsets of a topological space: Namely, if one starts out with a fixed subset and applies a ... See full document
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