Epimorphisms, dominions and $$\mathcal {H}$$-commutative semigroups

Author:

Alam Noor,Higgins Peter M.,Khan Noor Mohammad

Publisher

Springer Science and Business Media LLC

Subject

Algebra and Number Theory

Reference13 articles.

1. Bogdanovic, S., Ciric, M., Popovic, Z.L.: Semilattice decompositions of semigroups. University of Niš, Faculty of Economics (2011)

2. Clifford, A.H., Preston, G.B.: The Algebraic Theory of Semigroups. Mathematical Surveys No. 7 (American Mathematical Society, Providence, RI, vol. I, 1961; vol II, 1967)

3. Higgins, P.M.: Techniques of Semigroup Theory. OUP, Oxford (1992)

4. London Mathematical Society Monographs;JM Howie,1995

5. Howie, J.M., Isbell, J.R.: Epimorphisms and dominions II. J. Algebra 6, 7–21 (1967)

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1. Saturated Varieties of Semigroups;Symmetry;2023-08-21

2. Epimorphisms, Dominions, and Various Classes of Saturated Semigroups;Journal of Mathematics;2022-08-31

3. Some results on certain types of Putcha semigroups;Mathematica Slovaca;2022-06-01

4. On dominions and varieties of bands;Asian-European Journal of Mathematics;2020-11-17

5. Some results on $$\mathcal {L}$$-commutative semigroups;Semigroup Forum;2020-03-19

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