Results 31 to 40 of about 9,152 (255)
Topology on Soft Continuous Function Spaces
The concept of soft sets was initiated by Molodtsov. Then, some operations on soft sets were defined by Maji et al. Later on, the concept of soft topological space was introduced.
Taha Yasin Öztürk, Sadi Bayramov
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P-SEPARATION AXIOMS IN SUPRA SOFT TOPOLOGICAL SPACE [PDF]
The central objective of this article is to introduce soft pre P-separations in soft supra topological spaces. We discuss soft P-separations in soft supra topological spaces with respect to ordinary points and soft points.
Arif Mehmood Khattak +5 more
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Various soft topologies are being introduced on a given function space soft topological spaces. In this paper, soft compact-open topology is defined in functional spaces of soft topological spaces.
Taha Yasin Ozturk, Sadi Bayramov
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On Two Classes of Soft Sets in Soft Topological Spaces [PDF]
In this paper, we define soft ω -open sets and strongly soft ω -open sets as two new classes of soft sets. We study the natural properties of these types of soft sets and we study the validity of the exact versions of some known results in ordinary topological spaces regarding ω -open sets in soft topological spaces.
Samer Al Ghour, Worood Hamed
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Soft Topology in Ideal Topological Spaces
Summary: In this paper, \((X,\tau,E)\) denotes a soft topological space and \(\overline{\mathcal{I}}\) a soft ideal over \(X\) with the same set of parameters \(E\). We define an operator \((F,E)^\theta(\overline{\mathcal{I}},\tau)\) called the \(\theta\)-local function of \((F,E)\) with respect to \(\overline{\mathcal{I}}\) and \(\tau\).
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On some Separation Axioms in Soft Lattice Topological Spaces
In the realm of topology, various constraints are frequently imposed on the types of topological spaces under examination and these constraints are defined by what are known as separation axioms.
Sandhya S. Pai, Baiju T
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BINARY SOFT PRE-SEPARATION AXIOMS IN BINARY SOFT TOPOLOGICAL SPACES [PDF]
In this article, we introduce binary soft pre-separation axioms in binary soft Topological space along with several properties of binary soft pre τ△i , i = 0; 1; 2, binary soft pre-regular, binary soft pre τ△3 , binary soft pre-normal and binary soft τ△4
Arif Mehmood Khattak +4 more
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BIPOLAR SOFT CONTINUITY ON BIPOLAR SOFT TOPOLOGICAL SPACES
The striking idea of soft sets was frst claimed that by Molodtsov as a new mathematical tool for dealing with uncertainties which is free from the other theories limitations. After the advent of soft set theory, bipolar soft sets as a generalization of soft sets, a new model of uncertain information, were introduced by Shabir and Naz.
Çiğdem GÜNDÜZ, Can METİN
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Soft C-continuity and soft almost C-continuity between soft topological spaces
We present the notions of soft c-continuity and soft nearly c-continuity, which are weaker versions of soft continuity and soft almost continuity, respectively. We obtain several characterizations for these two concepts.
Samer Al Ghour
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Retraction: On soft expert topological spaces [PDF]
After publication of article [1], we became aware of the fact that sections of this article were taken verbatim without quotation from [2] and [3] listed below. In addition, ‘example 2’ and ‘algorithm 4.1’ as presented in this article are identical to ‘example 3.3’ from [3] and ‘algorithm 4.1’ from [2].
Hussain, Sabir, Alghamdi, Mohammad Ahmad
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