Accurately predicting the price of agricultural commodity is very important for evading market
risk, increasing agricultural income, and accomplishing government macroeconomic …

In this paper, we investigate the Insertion-of-Factors-Property (simply IFP),(quasi-) Baer
property, and Armendariz property on skew power series (polynomial) rings and introduce …

The reversible property of rings was initially introduced by Habeb and plays a role in
noncommutative ring theory. In this note we study the reversible ring property on nilpotent …

A ring R is called right\(\mathfrak {cP}\)-Baer if the right annihilator of a cyclic projective right
R-module in R is generated by an idempotent. These rings are a generalization of the right …

Birkenmeier and Heider, in [2], say that a ring R is right cP-Baer if the right annihilator of a
cyclic projective right R-module in R is generated by an idempotent. These rings are a …

幂级数弱McCoy环 Page 1 第51卷第2期 Vol.51 No.2 山东大学学报(理学版)
JournalofShandongUniversity(NaturalScience) 2016年2月 Feb.2016 收稿日期:2015-04-07;网络 …

The reversible property is an important role in noncommutative ring theory. Recently, the
study of the reversible ring property on nilpotent elements is established by Abdul-Jabbar et …

The purpose of this paper is to study the behavior of the IN and SA property with respect to
the skew power series and Laurent series extensions. For an α-compatible ring R it is shown …

Let R be a ring with an endomorphism α and an α-derivation δ. In this article, for a skew-
Armendariz ring R we study some properties of skew polynomial ring R [x; α, δ]. In particular …

For a ring endomorphismα, in this paper we introduce the notion of α-power-serieswise nil-
Armendariz rings, which are a generalization of α-power-serieswise Armendariz rings. A …