强幂级数McCoy环不一定是abilian环
Strong power-serieswise McCoy rings need not abelian
摘要
通过一个例子证明了强幂级数McCoy环不一定是abilian环.
It is proved by an example that strong power- series wise McCoy rings need not abelian.
出处
《西北民族大学学报(自然科学版)》
2012年第2期1-4,共4页
Journal of Northwest Minzu University(Natural Science)
参考文献5
-
1P.P. Nielsen, Semi - commutativity and the McCoy condition[ J ]. (2006) J. Algebra. 298 : 134 - 141.
-
2IN. H. McCoy, Remarks on divisors of zero[ J ]. ( 1942 ) Amer. Math. Monthly. 49 : 286 - 295.
-
3Shizhou Yang, Xuemei Song and Zhongkui Liu, Power - serieswlse McCoy rings[ J ]. (2011) Algebra Colloquium. 18 (2) : 301 - 310.
-
4Char, Yong Hong, Yo.ng Cheol Jeon, Nam Kyun Kim and Yan_g Lee, The McCoy con.dition on noncommumtive rings[J ]. Comm. Algebra. 39 (2011) : 1809 - 1825.
-
5V. Camillo, P. P. Nielsen, McCoy rings and zero- divisors[ J ]. J. Pure Appl. Algebra. 212 (2008) :599 - 615.