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A Minimal Regular Space that is Not Strongly Minimal Regular
Canadian Journal of Mathematics, 1976A regular T1 space is said to be R-closed if there is no regular T1 space in which it can be embedded as a nonclosed subspace. A regular T1 space is said to be minimal regular if no regular T1 topology on the underlying set is strictly weaker than the given topology. It is known (see [1, Theorem 4, p. 455]) that every minimal regular space is R-closed.
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Some Remarks on Regular and Strongly Regular Rings
Canadian Mathematical Bulletin, 1975This article presents some new algebraic and module theoretic characterizations of strongly regular rings. The latter uses Lambek’s notion of symmetry. Strongly regular rings are shown to admit an involution and form an equational category. An example due to Paré shows that the category of regular rings and ring homomorphisms between them is not ...
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On Quasi-Strongly Regular Graphs With Parameters (n,k,a;K−1,c2)
Discrete Mathematics, 2021Gengsheng Zhang
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New Properties of Strongly Regular Left Almost Semi-Group
Journal of Discrete Mathematical Sciences and Cryptography, 2022Akram S Mohammed
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Regular and Strongly Regular Selfcomplementary Graphs
1982The graphs given in the title are studied using boolean techniques. First we investigate the change of certain simple graphical parameters (like the number of triangles through a vertex) of a regular self-complementary graphs under a complementing permutation.
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Some Constructions of Quasi-Strongly Regular Digraphs
Graphs and Combinatorics, 2022Gengsheng Zhang
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Strongly regular and distance-regular graphs
2016In this chapter, we discuss the basic notions and results from the theory of strongly regular and distance-regular graphs. Emphasis will be on those results that will have implications to the study of point-line geometries. A more extensive treatment of these families of graphs can be found in the books [6, 25, 69, 70].
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On Strongly -Regular Rings and Strongly Commuting -Regular Rings
Journal of Garmian University, 2017Abdullah Abdul-Jabbar, Lavan Mustafa
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There Is No (95, 40, 12, 20) Strongly Regular Graph
Journal of Combinatorial Designs, 2020Jernej Azarija, Tilen Marc
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