Results 251 to 260 of about 1,245,304 (284)
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Soft topological product space
2017 4th International Conference on Systems and Informatics (ICSAI), 2017This paper defines the base of soft topology, studies the properties of base. We give the definition of the product over the soft topological space, and discuss the relative properties of soft topological product space, and finally generate these results to the soft rough topological space.
Li Fu, Hua Fu, Fei You
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CATS of soft topological spaces
Journal of Intelligent & Fuzzy Systems, 2016The goal of this study is to consider the natural interrelations between all of the (fuzzy) soft topological spaces in the categorical viewpoint. For this reason, the categories of (fuzzy) soft topological spaces are constructed and then the relations between these categories are observed by using the defined functors.
Vildan Çetkin +2 more
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On $$\varepsilon $$-soft topological semigroups
Soft Computing, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Bahredar, A. A., Kouhestani, N.
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Studies on soft topological spaces
Journal of Intelligent & Fuzzy Systems, 2015Soft set is a completely generic mathematical tool for modeling uncertainties. Topology is a branch of mathematics, whose concepts exist not only in almost all branches of mathematics, but also in many real life applications. This paper mainly focuses on soft continuous functions and soft product topology.
K. V. Babitha, Sunil Jacob John
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Soft topological soft polygroups
Journal of Interdisciplinary MathematicsThere are many uncertainties in the real world. Therefore, existence of some structures to support these uncertainties is necessary. To achieve this goal, soft sets are inserted into mathematical structures; in this regard, polygroups are equipped with variety of topologies and soft sets. In this article, firstly polygroups are combined with soft sets,
R. Mousarezaei, B. Davvaz
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Journal of Intelligent & Fuzzy Systems, 2017
Fuzzy soft topological space was introduced and studied by B. Tanay et al. [ 8 ]. This paper introduces fuzzy soft point and study the concept of neighborhood of a fuzzy soft point in a fuzzy soft topological space alongwith the study of fuzzy soft closure and fuzzy soft interior.
J. Mahanta, P. K. Das
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Fuzzy soft topological space was introduced and studied by B. Tanay et al. [ 8 ]. This paper introduces fuzzy soft point and study the concept of neighborhood of a fuzzy soft point in a fuzzy soft topological space alongwith the study of fuzzy soft closure and fuzzy soft interior.
J. Mahanta, P. K. Das
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SOFT JCHOMOEMORPHISM IN SOFT TOPOLOGICAL SPACE
2023The study of Soft J^Chomeomorphism and Soft Strongly J^Chomeomorphism in Soft Topological space is the subject of this article. We come up with a few of its properties and talk about a few composition theorems.
S. Jackson, J. Carlin
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2012
In the present paper we introduce the topological structure of fuzzy soft sets and fuzzy soft continuity of fuzzy soft mappings. We show that a fuzzy soft topological space gives a parametrized family of fuzzy topological spaces. Furthermore, with the help of an example it is shown that the constant mapping is not continuous in general.
VAROL, Banu Pazar, AYGÜN, Halis
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In the present paper we introduce the topological structure of fuzzy soft sets and fuzzy soft continuity of fuzzy soft mappings. We show that a fuzzy soft topological space gives a parametrized family of fuzzy topological spaces. Furthermore, with the help of an example it is shown that the constant mapping is not continuous in general.
VAROL, Banu Pazar, AYGÜN, Halis
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Soft Rough Sets and Topologies
2012In this paper, we consider a new kind of soft sets. Based on them, we propose soft rough approximations and give their properties. Soft rough sets are defined and their topological structures are obtained. Moreover, we investigate the relationship between soft rough sets and topologies.
Zhaowen Li, Ninghua Gao
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On Soft Topological Groups and Soft Function Spaces
New Mathematics and Natural ComputationIn this paper, the definition of a soft topological group based on the concept of soft points is introduced. Let [Formula: see text] denote the collection of all soft continuous functions between soft topological spaces [Formula: see text] and [Formula: see text].
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