On G.P.P-Rings

Abstract

In this work we introduce the notion of G.P.P- rings and some of it is basic properties, we prove that if R is a right G.P.P- ring , then R is P.P- ring if r(an)r(a) for every aR and a positive integer n. We also consider that a reduced G.P.P- Ring with every non –zero divisor has inverse is strongly - Regular.

Keywords

• g.p.p- rings
• positive integer
• non –zero divisor