Add to ORKGsummary:Left selfdistributive rings (i.e., $xyz = xyxz$) which are semidirect sums of boolean rings and rings nilpotent of index at most 3 are studied
Let R be an associative ring, not necessarily commutative and not necessarily having unity. Recall ...
AbstractWe answer the question: when the Whitehead determinant of a semi-local ring is the abelizati...
AbstractVarious conditions on a noncommutative ring imply that it is 2-primal (i.e., the ring's prim...
summary:Left selfdistributive rings (i.e., $xyz = xyxz$) which are semidirect sums of boolean rings ...
We gather some classical results and examples that show strictinclusion between the families of unit...
summary:We completely determine when a ring consists entirely of weak idempotents, units and nilpote...
summary:The following results are proved for a ring $A$: (1) If $A$ is a fully right idempotent ring...
Let R be a ring, CR and ′ CR be the set of regular and left regular elements of R (CR ⊆ ′ CR). G...
AbstractThis paper characterizes products of idempotents in (von Neumann) regular rings which are un...
We study some properties related to zero divisors and reversibility in noncommutative rings
summary:If $R$ is a commutative ring with identity and $\leq$ is defined by letting $a\leq b$ mean $...
Let R be an associative ring. We define a subset SR of R as SR = [a ? R | aRa = (0)] and call it the...
AbstractLet R be a semidistributive artinian ring. An ideal I0 of R is constructed such that every f...
AbstractThis work is an attempt to bring to ring theory many of the known results for solvable group...
This article presents a brief survey of the work done on rings generated by their units. The study o...
Let R be an associative ring, not necessarily commutative and not necessarily having unity. Recall ...
AbstractWe answer the question: when the Whitehead determinant of a semi-local ring is the abelizati...
AbstractVarious conditions on a noncommutative ring imply that it is 2-primal (i.e., the ring's prim...
summary:Left selfdistributive rings (i.e., $xyz = xyxz$) which are semidirect sums of boolean rings ...
We gather some classical results and examples that show strictinclusion between the families of unit...
summary:We completely determine when a ring consists entirely of weak idempotents, units and nilpote...
summary:The following results are proved for a ring $A$: (1) If $A$ is a fully right idempotent ring...
Let R be a ring, CR and ′ CR be the set of regular and left regular elements of R (CR ⊆ ′ CR). G...
AbstractThis paper characterizes products of idempotents in (von Neumann) regular rings which are un...
We study some properties related to zero divisors and reversibility in noncommutative rings
summary:If $R$ is a commutative ring with identity and $\leq$ is defined by letting $a\leq b$ mean $...
Let R be an associative ring. We define a subset SR of R as SR = [a ? R | aRa = (0)] and call it the...
AbstractLet R be a semidistributive artinian ring. An ideal I0 of R is constructed such that every f...
AbstractThis work is an attempt to bring to ring theory many of the known results for solvable group...
This article presents a brief survey of the work done on rings generated by their units. The study o...
Let R be an associative ring, not necessarily commutative and not necessarily having unity. Recall ...
AbstractWe answer the question: when the Whitehead determinant of a semi-local ring is the abelizati...
AbstractVarious conditions on a noncommutative ring imply that it is 2-primal (i.e., the ring's prim...