Title of article :
ENDOMORPHISMS WITH CENTRAL VALUES ON PRIME RINGS WITH INVOLUTION
Author/Authors :
Oukhtite, L Laboratory of Modeling and Mathematical Structures - Department of Mathematics Faculty of Science and Technology University, Morocco , EL Mir, H Laboratory of Modeling and Mathematical Structures - Department of Mathematics Faculty of Science and Technology University, Morocco , Nejjar, B. Department of Mathematics - Faculty of Science - University Ibn Tofa¨ıl Kenitra, Morocco
Pages :
14
From page :
127
To page :
140
Abstract :
In this paper we present some commutativity theorems for prime rings R with involution ∗ of the second kind in which endomorphisms satisfy certain algebraic identities. Furthermore, we provide examples to show that various restrictions imposed in the hypotheses of our theorems are not superfluous
Keywords :
Prime ring , involution , commutativity , endomorphism
Journal title :
International Electronic Journal of Algebra
Serial Year :
2020
Full Text URL :
Record number :
2599092
Link To Document :
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