摘要
得到了满足下列任何一个条件时拟环的分解定理 :( 1 ) xy=ym( xy) pyn;( 2 ) xy=ym( yx) pyn,这里 m=m( x,y)≥ 0 ,n=n( x,y)≥ 0 ,且 p=p( x,y) >1是整数 .
The present paper presents the decomposition theorems for near rings satisfying any one of the conditions: (1) xy=y m(xy) py n; (2) xy=y m(yx) py n , where m=m(x,y)≥0, n=n(x,y)≥0 and p=p(x,y)>1 are integers.
出处
《吉林大学学报(理学版)》
CAS
CSCD
北大核心
2003年第3期276-279,共4页
Journal of Jilin University:Science Edition
关键词
拟环
分解定理
分配生成d-g拟环
D拟环
零对称
零交换拟环
distributively generated (d-g)-near ring
D-near ring
zero-symmetric near ring
zero-commutative near ring