Results 1 to 10 of about 567 (218)
Semi-I-Expandable Ideal Topological Spaces
Our purpose is to introduce the notion of semi-I-expandable ideal topological spaces. Some properties of semi-I-locally finite collections are investigated.
Chawalit Boonpok
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Some Characterizations of Complete Hausdorff KM-Fuzzy Quasi-Metric Spaces
Gregori and Romaguera introduced, in 2004, the notion of a KM-fuzzy quasi-metric space as a natural asymmetric generalization of the concept of fuzzy metric space in the sense of Kramosil and Michalek.
Salvador Romaguera
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Some Analogues of Topological Groups
Let (G, ∗) be a group and τ be a topology on G. Let τα = {A ⊆G : A ⊆ Int(Cl(Int(A)))}, g ∗ τ = {g ∗ A : A ∈ τ} for g ∈ G. In this paper, we establish two relations between G and τ under which it follows that g ∗ τ ⊆ τα and g ∗ τα ⊆ τα, designate them by ...
Ram Madhu
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Regularity in Topological Modules [PDF]
The framework of Functional Analysis is the theory of topological vector spaces over the real or complex field. The natural generalization of these objects are the topological modules over topological rings.
Francisco Javier Garcia-Pacheco
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Mashhour et al. [1] introduced the notions of P1-paracompactness and P2-paracompactness of topological spaces in terms of preopen sets. In this paper, we introduce and investigate a weaker form of paracompactness which is called P3-paracompact. We obtain
Khalid Al-Zoubi, Samer Al-Ghour
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Lower density soft operators and density soft topologies [PDF]
The classical density topology is derived from the Lebesgue density points of Lebesgue measurable sets. Wilczynski proposed a more general scheme for defining density points.
Zanyar A. Ameen +2 more
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On soft parametric somewhat-open sets and applications via soft topologies. [PDF]
Al-Shami TM, Mhemdi A.
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Tandem-biocatalysis reactors constructed by topological evolution of CaCO3 particles into hollow metal hydroxide spheres. [PDF]
Han SY, Kim N, Yun G, Lee H, Choi IS.
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Trace theory for parabolic boundary value problems with rough boundary conditions. [PDF]
Denk R, Roodenburg FB.
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On embedding separable spaces C ( L ) in arbitrary spaces C ( K ). [PDF]
Rondoš J, Sobota D.
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