摘要
本文引进了BCI-代数的换位理想和可解BCI-代数等概念,并用换位理想刻划了p-半单BCI-代数和结合BCI-代数。进而解决了可解BCI-代数的构造问题。
In this paper the concept of the commutator ideal of a BCI-algebra and that of solvable BCI-algebras will be introduced. Then p-semi-simple BCI-algebras and associative BCI-algebras will be characterized by the commutator ideals, and the structures of solvable BCI-algebras will be given.
出处
《黄冈师范学院学报》
1991年第2期8-12,共5页
Journal of Huanggang Normal University
