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ON THE IMBEDDING OF A FINITE COMMUTATIVE SEMIGROUP OF IDEMPOTENTS IN A UNIQUELY FACTORABLE SEMIGROUP. [PDF]
Weaver MW.
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A computational theory of visual receptive fields. [PDF]
Lindeberg T.
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Interpreting neurodynamics: concepts and facts. [PDF]
Atmanspacher H, Rotter S.
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HARMONIC ANALYSIS FOR CERTAIN SEMIGROUPS. [PDF]
Hewitt E, Zuckerman HS.
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Rectangular groupoids and related structures.
Boykett T.
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ON MULTIPLICATIVE IDEMPOTENTS OF A POTENT SEMIRING. [PDF]
Bourne S.
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SPECTRAL THEORY OF SMOOTHING OPERATORS. [PDF]
Rota GC.
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Algebra Colloquium, 2011
The commutativity degree of groups and rings has been studied by certain authors since 1973, and the main result obtained is [Formula: see text], where Pr (A) is the commutativity degree of a non-abelian group (or ring) A. Verifying this inequality for an arbitrary semigroup A is a natural question, and in this paper, by presenting an infinite class ...
K. Ahmadidelir, C. Campbell, H. Doostie
semanticscholar +2 more sources
The commutativity degree of groups and rings has been studied by certain authors since 1973, and the main result obtained is [Formula: see text], where Pr (A) is the commutativity degree of a non-abelian group (or ring) A. Verifying this inequality for an arbitrary semigroup A is a natural question, and in this paper, by presenting an infinite class ...
K. Ahmadidelir, C. Campbell, H. Doostie
semanticscholar +2 more sources

