Results 11 to 20 of about 274,570 (306)
On Weak Vitali Covering Properties [PDF]
There are now a number of Vitali covering properties which have been defined to handle problems arising in differentiation theory. Although some of these have received a unified treatment, as for example in the setting of Orlicz spaces in [1, p. 168], the underlying simplicity can be lost and the intimate connection with the original weak Vitali ...
B. S. Thomson
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Covering properties for LQ𝒰s with nested bases
This paper deals with problems on LQ𝒰 spaces which have a nested base; among others we give conditions so that a space (X,τ1,τ2) admits an LQ𝒰𝒰 which generates τ1 and 𝒰−1τ2, and give necessary and sufficient conditions for a space to be quasi-metrizable,
A. Andrikopoulos, J. N. Stabakis
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Characterization of Covering Dimension
The present study focus and define a new kind of covering dimension and show some relations with other concepts using the ( ) sets in topological space. The current paper obtain some properties and characterization of this covering dimension.
Nedaa Hasan Hajee
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On the topological covering properties by means of generalized open sets
By utilizing gg-open sets, we developed the ideas of GO-Mengerness and GO-Lindelöfness in this article. The structure of GO-compactness is compared to these topological covering features.
Sarkar Susmita +2 more
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The results in this paper are contained in the author's Doctoral Thesis, written under the direction of Professor E. Outerelo.
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On countable star-covering properties
We introduce two new notions of topological spaces called a countably starcompact space and a countably absolutely countably compact (= countably acc) space.
Yan-Kui Song
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Scientific Evaluation of some Aesthetical properties for the Women's Head Covering Scarves Fabrics
Women's head covering scarf fabric plays an important role in a woman's life as it is an integral part of her appearance and it needs to have aesthetical properties as well as the physiological comfort properties, where a large category of women living ...
Amira Elmoghazy +2 more
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NULL SETS AND COMBINATORIAL COVERING PROPERTIES [PDF]
AbstractA subset of the Cantor cube is null-additive if its algebraic sum with any null set is null. We construct a set of cardinality continuum such that: all continuous images of the set into the Cantor cube are null-additive, it contains a homeomorphic copy of a set that is not null-additive, and it has the property $\unicode{x3b3} $ , a strong ...
Piotr Szewczak, Tomasz Weiss
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On the Edge Covering Transversal Edge Domination in Graphs
Let G = (V,E) be any graph with nvertices and medges. An edge dominating set which intersects every minimum edge covering set in a graph Gis called an edge covering transversal edge dominating set of G.
E Sherin Danie, S Robinson Chellathurai
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Covering property of Hofstadter’s butterfly [PDF]
5 pages, 4 figures, to appear in Phys.
Ketzmerick, R. +3 more
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