2018Hacettepe Journal of Mathematics and StatisticsOpen access

Morita-like equivalence for fair semigroups

Li Yang, Hongxing Liu

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Abstract

In this paper, we mainly investigate Morita-like equivalence and Morita context for right fair semigroups.If two right fair semigroups S and T are Morita-like equivalent, that is, there is a category equivalence F : U S -Act : U T -Act : G, we characterize the two functors F and G using Hom functor and tense product functor.Also, we investigate Morita context for right fair semigroups and obtain equivalence between two right unitary act categories.

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What this paper is about

In this paper, we mainly investigate Morita-like equivalence and Morita context for right fair semigroups.If two right fair semigroups S and T are Morita-like equivalent, that is, there is a category equivalence F : U S -Act : U T -Act : G, we characterize the two functors F and G using Hom functor and tense product functor.Also, we investigate Morita context for right fair semigroups and obtain equivalence between two right unitary act categories.

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Available abstract

In this paper, we mainly investigate Morita-like equivalence and Morita context for right fair semigroups.If two right fair semigroups S and T are Morita-like equivalent, that is, there is a category equivalence F : U S -Act : U T -Act : G, we characterize the two functors F and G using Hom functor and tense product functor.Also, we investigate Morita context for right fair semigroups and obtain equivalence between two right unitary act categories.

Key concepts: Mathematics, Morita equivalence, Equivalence (formal languages), Pure mathematics, Morita therapy, Discrete mathematics

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