首页|Duo Property Applied to Powers and Regular Elements
Duo Property Applied to Powers and Regular Elements
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The object of this article is to initiate the study of a class of rings in which the right duo property is applied in relation to powers of elements and the monoid of all regular elements.Such rings shall be called right exp-DR.We investigate the structures of group rings,right quotient rings,matrix rings and(skew)polynomial rings,through the study of right exp-DR rings.In addition,we provide a method of constructing finite non-abelian p-groups for any prime p.
right(exp-)DR ringregular element(weakly)right duo ringright quotient ringgroup ring
Tai Keun Kwak、Yang Lee、Zhelin Piao、Yeonsook Seo
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Department of Mathematics,Daejin University,Pocheon 11159,Korea
Department of Mathematics,Yanbian University,Yanji,Jilin 133002,China
Institute of Basic Science,Daejin University,Pocheon 11159,Korea
Department of Mathematics,Pusan National University,Busan 46241,Korea
NETL
NSTL
万方数据
维普
