This book introduces recently developed ideas and techniques in semigroup theory to provide a handy reference guide previously unavailable in a single volume. The opening …
NM Khan - Journal of the Australian Mathematical Society, 1985 - cambridge.org
On saturated permutative varieties and consequences of permutation identities Page 1 J. Austral. Math. Soc. (Series A) 38 (1985), 186-197 ON SATURATED PERMUTATTVE …
PM Higgins - Journal of the Australian Mathematical Society, 1984 - cambridge.org
We establish a necessary condition (E) for a semigroup variety to be closed under the taking of epimorphisms and a necessary condition (S) for a variety to consist entirely of saturated …
NM Khan - Transactions of the American Mathematical Society, 1985 - ams.org
We show that for semigroups all permutation identities are preserved under epis and that all subvarieties of the permutative variety defined by any permutation identity\[{x_1}{x_2}\cdots …
1. Introduction. The purpose of this essay “is to highlight the connec-tions and interplay between the concepts of epimorphisms, dominions and amalgams. This will be done largely …
PM Higgins - Bulletin of the Australian Mathematical Society, 1983 - cambridge.org
A semigroup with an epimorphically embedded subband Page 1 BULL. AUSTRAL. MATH. SOC. 20M05, 20M07 VOL. 27 (1983), 231-242. A SEMIGROUP WITH AN EPIMORPHICALLY …
N Alam, NM Khan, S Obeidat… - Journal of …, 2022 - Wiley Online Library
In this paper, we discussed some saturated classes of ℋ‐commutative semigroups, left (right) regular semigroups, medial semigroups, and paramedial semigroups. The results of …
NM Khan - Bulletin of the Australian Mathematical Society, 1983 - cambridge.org
We show that a semigroup satisfying a heterotypical identity of which at least one side has no repeated variable is saturated and find sufficient conditions on a homotypical identity …
PM Higgins - Proceedings of the Royal Society of Edinburgh Section …, 1983 - cambridge.org
In a forthcoming paper, NM Khan gives a condition for a variety of commutative semigroups V to be saturated in the sense of Howie and Isbell (1967)(ie epis are onto for each S∈ V) …