Let $S$ be a semigroup. If $S$ has no ideals other than itself, then $S$ is said to be simple. If $S$ has no left ideals [resp. right ideals] other than itself, then $S$ ...
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A semigroup $S$ (without zero) is completely simple if it is simple and contains a primitive ... Completely simple and completely $0$ -simple semigroups maybe ...
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Special classes of semigroups - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Special_classes_of_semigroups
Gril p.362. R-unipotent semigroup (Left inverse semigroup). Ra contains a unique e. Gril p.362. Left simple semigroup. La = S. Gril p.57. Right simple semigroup ... |
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correspoding results about tight completely simple semigroups. 1. Introduction ... We recall several definitions: a semigroup S is called 0-simple if, for any a, b ...
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λ-simple semigroups in the general and some special cases (Theorem 2). ... Key words and Phrases. λ-simple semigroup, band of semigroups, semilattice of ...
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Semigroups. Gregory Budzban and Arunava Mukherjea. October 3, 2005. Abstract. Let S be a completely simple semigroup with a given Rees product structure ...
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semigroup is an inverse semigroup, as well as a completely 0-simple semi- group ... Completely simple semigroups are similarly characterized as Rees matrix ...
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semigroup in a finite completely 0-simple semigroup is decidable yet such ... of the pseudovariety generated by finite completely 0-simple semigroups (or alter- ...
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SOME RESULTS CONCERNING COMPLETELY. 0-SIMPLE SEMIGROUPS. BY GÉRARD LALLEMENT AND MARIO PETRICH. Communicated by E. Pitcher, ...
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Is the Bisyclic semigroup. In this paper is highlighted the structure of the Bicyclic semigroup and prove that every simple semigroup which has idempotent, none ...
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