Results 41 to 50 of about 150,546 (155)
i-Open Sets and Separating Axioms Spaces [PDF]
The purpose of this paper is using a class of open sets called i-open sets [9] to study some classes of separating axioms spaces for open, -open and semi-open sets. Further, we studied the relations between such spaces.
Amir A. Mohammed, Sabih W. Askandar
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On Soft Semi-Open Sets and Soft Semi-Continuity in Fuzzifying Soft Topological Spaces [PDF]
In this paper, a new class of soft open sets in fuzzifying soft topological spaces called soft semi open sets is introduced and its fuzzifying soft topological properties is studied and investigated.
Ramadhan A. Mohammed +2 more
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Semi separation axioms and hyperspaces
In this paper examples are given to show that s-regular and s-normal are independent; that s-normal, and s-regular are not semi topological properties; and that (S(X),E(X)) need not be semi-T1 even if (X,T) is compact, s-normal, s-regular, semi-T2, and ...
Charles Dorsett
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Csaszar introduced the concept of generalized topological space and a new open set in a generalized topological space called -preopen in 2002 and 2005, respectively. Definitions of -preinterior and -preclosuer were given.
Muna L. Abd Ul Ridha, Suaad G. Gasim
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Open sets may be viewed as an extension of semi-open sets by applying the notions of semi-open sets and grill nano to nGs-open sets, with the following four goals in mind: The objective is to characterize nGs-open sets by examining and proving numerous ...
Ahmed Sh. Mohamed , R.B. Esmaeel
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Applications of fuzzy bitopological semi-open sets
The aim of this paper is to introduce and study the notions of fuzzy upper and lower \((i, j)\)-semilimit sets. Properties and basic relationships among fuzzy upper \((i, j)\)-semilimit set, fuzzy lower \((i, j)\)-semilimit set and fuzzy \((i, j)\)-semicontinuity are investigated.
null P. Gomathi sundari +1 more
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SOME RESULTS ON SEMI OPEN SETS IN FUZZIFYING BITOPOLOGICAL SPACES
Abstaract−In the present paper, we introduce and study the concepts of (i, j)−semi open set and (i, j)−semi neighborhood system in fuzzifying bitopological spaces.
Ahmed Abd El-Monsef Allam +3 more
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More on μ-semi-Lindelöf sets in μ-spaces
Sarsak [On μ\mu -compact sets in μ\mu -spaces, Questions Answers Gen. Topology 31 (2013), no. 1, 49–57] introduced and studied the class of μ\mu -Lindelöf sets in μ\mu -spaces. Mustafa [μ\mu -semi compactness and
Sarsak Mohammad S.
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L- pre-open and L-semi-p-open Sets
The purpose of this paper is to study new types of open sets in bitopological spaces.
S. G. Gasim
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This article introduces a mean set that is also semi-open. Such a set contains a non-void proper semi-open set and also contained in another proper semi-open set. We examine some properties of mean semi-open sets and also their complements. Furthermore, we investigate the behavior of such sets when they are also minimal and maximal.
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