On injective and subdirectly irreducible S-posets over left zero posemigroups

Abstract

The notion of a Cauchy sequence in an S-poset is a useful tool to study algebraic concepts, specially the concept of injectivity. This paper is concerned with the relations between injectivity and Cauchy sequences in the category of S-posets in which S is a left zero posemigroup. We characterize subdirectly irreducible S-posets over this posemigroup and by… (More)

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Cite this paper

@inproceedings{Moghaddasi2016OnIA, title={On injective and subdirectly irreducible S-posets over left zero posemigroups}, author={Gholam Reza Moghaddasi and Mahdieh Haddadi}, year={2016} }