Theorems on Weakly Standard Rings

Abstract

If a ring holds flexible law and  the commutators lie both in left and middle nucleus, then the ring is said to be weakly standard . Here we establish a prime non associative weakly standard ring is accessible. Further it will be proved that R is strongly (1,0) ring and also a strongly (-1,1) ring. Finally we conclude this paper by presenting an Algebra which is Weakly Standard ring