Results 11 to 20 of about 31,522 (314)
The main objective of this paper is to present the study of α-topological vector spaces. α-topological vector spaces are defined by using α-open sets and α-irresolute mappings.
Hariwan Z. Ibrahim
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Cycle spaces in topological spaces [PDF]
AbstractWe develop a general model of edge spaces in order to generalize, unify, and simplify previous work on cycle spaces of infinite graphs. We give simple topological criteria to show that the fundamental cycles of a (generalization of a) spanning tree generate the cycle space in a connected, compact, weakly Hausdorff edge space.
Antoine Vella, R. Bruce Richter
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On generalized topological molecular lattices [PDF]
In this paper, we introduce the concept of the generalized topological molecular lattices as a generalization of Wang's topological molecular lattices, topological spaces, fuzzy topological spaces, L-fuzzy topological spaces and soft topological spaces.
Narges Nazari, Ghasem Mirhosseinkhani
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Hyperspaces of topological vector spaces: their embedding in topological vector spaces [PDF]
Let L L be a real (Hausdorff) topological vector space. The space
Prem Prakash, Murat R. Sertel
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The Ingenuity of Neutrosophic Topology via N-Topology [PDF]
In this paper we desire to extend the neutrosophic topological spaces into N-neutrosophic topological spaces. Also we show that this theory can be deduced to N-intuitionistic and N-fuzzy topological spaces etc.
M. Lellis Thivagar +3 more
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Discretization of Topological Spaces [PDF]
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Amini, Massoud, Golestani, Nasser
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Convergence Classes of L-Filters in L,M-Fuzzy Topological Spaces
An L,M-fuzzy topological convergence structure on a set X is a mapping which defines a degree in M for any L-filter (of crisp degree) on X to be convergent to a molecule in LX.
Ting Yang +4 more
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On Characterizations of ∗-Hyperconnected Ideal Topological Spaces
In the present paper, some characterizations of ∗-hyperconnected ideal topological spaces are investigated. Moreover, we introduce the notion of S∗-ℐ-hyperconnected ideal topological spaces.
Chawalit Boonpok
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Neutrosophic Vague Topological Spaces [PDF]
The term topology was introduced by Johann Beredict Listing in the 19th century. Closed sets are fundamental objects in a topological space. In this paper, we use neutrosophic vague sets and topological spaces and we construct and develop a new concept
Mary Margaret A +2 more
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Two preservation results for countable products of sequential spaces [PDF]
We prove two results for the sequential topology on countable products of sequential topological spaces. First we show that a countable product of topological quotients yields a quotient map between the product spaces.
Simpson, Alexander, Schröder, Matthias
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