Let R be a ring,(S,≤) a strictly ordered monoid and ω: S→ End (R) a monoid
homomorphism. Properties of the ring [[RS,≤, ω]] of skew generalized power series with …

Let R be a ring and (S,≤) a strictly ordered monoid. In this paper, we deal with a new
approaches to reflexive property for rings by using nilpotent elements. In this direction we …

Let R be a ring,(S,≤) a strictly ordered monoid and ω: S→ End (R) a monoid
homomorphism. Properties of the ring [[RS,≤, ω]] of skew generalized power series with …

Let R be a ring,(S,≤) a strictly ordered monoid, and ω: S→ End (R) a monoid
homomorphism. In [18], Mazurek, and Ziembowski investigated when the skew generalized …

A generalization of semiprime rings and right pq-Baer rings, which we call quasi-Armendariz
rings of differential inverse power series type (or simply, DIPS-quasi-Armendariz), is …

A skew generalized power series ring R [[S, 𝜔]] consists of all functions from a strictly
ordered monoid S to a ring R whose support contains neither infinite descending chains nor …

In the current article, we are going to investigate a relationship between some abstract ring
structures (weakly PP-rings, clean rings, uniquely clean rings and n-clean rings) along with …

Throughout this paper all rings are associative with identity and all modules are unital.
Recall from [20] that R is a Baer ring if the right annihilator of every nonempty subset of R is …

For a ring endomorphism α, a generalization of semiprime rings and right pq-Baer rings,
which we call quasi-Armendariz rings of skew Hurwitz series type (or simply, α-𝒮 ℋ 𝒬 𝒜), is …