Results 101 to 110 of about 1,009,048 (159)
A groupoid approach to regular ⁎-semigroups
In this paper we develop a new groupoid-based structure theory for the class of regular $*$-semigroups. This class occupies something of a `sweet spot' between the important classes of inverse and regular semigroups, and contains many natural examples. Some of the most significant families include the partition, Brauer and Temperley-Lieb monoids, among
East, James (R16839) +1 more
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Union soft set theory applied to ordered semigroups
The uni-soft type of bi-ideals in ordered semigroup is considered. The notion of a uni-soft bi-ideal is introduced and the related properties are investigated.
Raees Khan +3 more
doaj
Eventually Pointed Principally Ordered Regular Semigroups
An ordered regular semigroup, , is said to be principally ordered if for every there exists . A principally ordered regular semigroup is pointed if for every element, we have .
G.A. Pinto
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On regular semigroups II: An embedding
The core (a word suggested by Mario Petrich) of any regular semigroup S is the subsemigroup of S generated by E(S), where E(S) is the set of idempotents of S. For each \(e\in E(S)\) by \(\prec e\succ\) is denoted the core of the regular subsemigroup eSe. The main result is the following Theorem I.
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<p>The <strong>Semigroups</strong> package is a <strong>GAP</strong> package containing methods for semigroups, monoids, and inverse semigroups, principally of transformations, partial permutations, bipartitions ...
Pfeiffer, Markus +21 more
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Structure of regular semigroups, I fundamental regular semigroups
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Notes on regular semigroups, III
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Browder's Convergence for Uniformly Asymptotically Regular Nonexpansive Semigroups in Hilbert Spaces
We give a sufficient and necessary condition concerning a Browder's convergence type theorem for uniformly asymptotically regular one-parameter nonexpansive semigroups in Hilbert spaces.
Suzuki Tomonari, López Acedo Genaro
doaj
On the structure of 𝜋-regular semigroups [PDF]
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