α-Reflexive Rings with Involution | Zendy

Muna E. Abdulhafed | Zendy; Aafaf E. Abduelhafid | Zendy

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α-Reflexive Rings with Involution

Author(s) -

Muna E. Abdulhafed,

Aafaf E. Abduelhafid

Publication year - 2021

Publication title -

al-mukhtar journal of sciences

Language(s) - English

Resource type - Journals

eISSN - 2617-2186

pISSN - 2617-2178

DOI - 10.54172/mjsc.v36i1.22

Subject(s) - reflexivity , mathematics , involution (esoterism) , generalization , pure mathematics , order (exchange) , polynomial ring , combinatorics , polynomial , mathematical analysis , sociology , philosophy , epistemology , business , social science , consciousness , finance

This paper studies the concept of the -quasi-*-IFP (resp., -*-reflexive) *-rings, as a generalization of the quasi-*-IFP (resp., *-reflexive) *-rings and every quasi-*-IFP (resp., *-reflexive) *-ring is -quasi-*-IFP (resp., -*-reflexive). This paper also discusses the sufficient condition for the quasi-*-IFP (resp., *-reflexive) *-ring in order to be -quasi-*-IFP (resp., -*- reflexive). Finally, this study investigates the -quasi-*-IFP (resp., -*-reflexivity) by using some types of the polynomial rings.

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