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Construction of unit regular monoids

Publication Type : Journal Article

Publisher : PalArch's Journal of Archaeology of Egypt / EgyptologyJ Arch.Egyptol

Source : PalArch's Journal of Archaeology of Egypt / EgyptologyJ Arch.Egyptol, Volume 17, Issue 7, p.7855 - 7858 (2020)

Url : https://archives.palarch.nl/index.php/jae/article/view/3417

Keywords : left translation, right translation, semi group, Translational hulls

Campus : Amritapuri

School : School of Arts and Sciences

Department : Mathematics

Verified : Yes

Year : 2020

Abstract : Let G be the group of units of a monoid S. A unit regular semigroup S should satisfy the condition that corresponding to each there should exist an element such that . Consider as the set of non units of S. Then evidently is a regular sub semigroup of S. Then Conversely starting from a regular semigroup So and a group G we have constructed a unit regular semigroup with S with G as group of units of S and as semigroup of non-units of S. .

Cite this Research Publication : Dr. Sreeja V. K., “Construction of unit regular monoids ”, PalArch's Journal of Archaeology of Egypt / EgyptologyJ Arch.Egyptol, vol. 17, no. 7, pp. 7855 - 7858, 2020.

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