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2022•Journal of Discrete Mathematical Sciences and CryptographyRequires access

Endomorphism α - monoid of quasi-injective gamma acts

Mehdi S. Abbas, Saad Abdulkadhim Al-Saadi, Abdulqader Faris

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Abstract

In this work, we study the endomorphism set of quasi-injective gamma acts, by defining some concepts like J(M), T(M) for any SΓ-act M, and the important result we predict the regularity properties’ of endomorphism set under some conditions and we study a set where x is an element of M we give description of in terms of the endomorphism α – monoid of quasi-injective gamma acts.

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What this paper is about

In this work, we study the endomorphism set of quasi-injective gamma acts, by defining some concepts like J(M), T(M) for any SΓ-act M, and the important result we predict the regularity properties’ of endomorphism set under some conditions and we study a set where x is an element of M we give description of in terms of the endomorphism α – monoid of quasi-injective gamma acts.

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Available abstract

In this work, we study the endomorphism set of quasi-injective gamma acts, by defining some concepts like J(M), T(M) for any SΓ-act M, and the important result we predict the regularity properties’ of endomorphism set under some conditions and we study a set where x is an element of M we give description of in terms of the endomorphism α – monoid of quasi-injective gamma acts.

Key concepts: Endomorphism, Injective function, Monoid, Mathematics, Set (abstract data type), Pure mathematics, Discrete mathematics, Combinatorics

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