Add to ORKGA ring $R$ is said to be a completely generalized right primary ring ($c.g.r.p$ ring) if $a, b \in R$ with $ab = 0$ implies that $a = 0$ or $b$ is nilpotent. Let now $R$ be a ring and $\sigma$ an automorphism of $R$. In this paper we extend the property of a completely generalized right primary ring ($c.g.r.p$ ring) to the skew polynomial ring $R[x;\sigma]$
Let R be a ring, σ an endomorphism of R and δ a σ derivation of R. We recall that R is called an (S,...
Abstract. Let R be a prime ring with d a left R–algebraic derivation. All possible left R–algebraic ...
AbstractLet R be a prime associative ring with the extended centroid C. Assume that R satisfies a no...
A ring $R$ is said to be a completely generalized right primary ring ($c.g.r.p$ ring) if $a, b \in R...
Abstract. Skew polynomial rings have invited attention of mathematicians and various properties of t...
A class of rings in which each member is the extension of a nilpotent torsion ring by a semisimple s...
Abstract: Let be a positive integer. The structure of rings all of whose ideals are n-primary for so...
We answer several open questions and establish new results concerningdierential and skew polynomial ...
Abstract. Let R be a ring and σ an automorphism of R. We prove that if R is a 2-primal Noetherian ri...
Abstract. We study prime ideals in skew power series rings T: = R[[y; τ, δ]], for suitably condition...
Abstract. Let A be a prime ring such that its symmetric Martindale quotient ring contains a nontrivi...
We consider rings whose one-sided ideals are close to automorphism-invariant modules. We study rings...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
Given a ring R and a monomorphism :R->- R , it is possible to construct a minimal overring A(R,Given...
AbstractThroughout R is a prime ring and is regarded as an algebra over its centroid. Let RΔ(ΔR) den...
Let R be a ring, σ an endomorphism of R and δ a σ derivation of R. We recall that R is called an (S,...
Abstract. Let R be a prime ring with d a left R–algebraic derivation. All possible left R–algebraic ...
AbstractLet R be a prime associative ring with the extended centroid C. Assume that R satisfies a no...
A ring $R$ is said to be a completely generalized right primary ring ($c.g.r.p$ ring) if $a, b \in R...
Abstract. Skew polynomial rings have invited attention of mathematicians and various properties of t...
A class of rings in which each member is the extension of a nilpotent torsion ring by a semisimple s...
Abstract: Let be a positive integer. The structure of rings all of whose ideals are n-primary for so...
We answer several open questions and establish new results concerningdierential and skew polynomial ...
Abstract. Let R be a ring and σ an automorphism of R. We prove that if R is a 2-primal Noetherian ri...
Abstract. We study prime ideals in skew power series rings T: = R[[y; τ, δ]], for suitably condition...
Abstract. Let A be a prime ring such that its symmetric Martindale quotient ring contains a nontrivi...
We consider rings whose one-sided ideals are close to automorphism-invariant modules. We study rings...
summary:Let $R$ be a prime ring with center $Z$ and $I$ be a nonzero ideal of $R$. In this manuscrip...
Given a ring R and a monomorphism :R->- R , it is possible to construct a minimal overring A(R,Given...
AbstractThroughout R is a prime ring and is regarded as an algebra over its centroid. Let RΔ(ΔR) den...
Let R be a ring, σ an endomorphism of R and δ a σ derivation of R. We recall that R is called an (S,...
Abstract. Let R be a prime ring with d a left R–algebraic derivation. All possible left R–algebraic ...
AbstractLet R be a prime associative ring with the extended centroid C. Assume that R satisfies a no...