关于弱正则*—N(2,2,0)代数的若干结果

Some results on the weakly regular *—N(2,2,0) algebras

引入了弱正则 *— N (2 ,2 ,0 )代数的概念 ,着重探讨了弱正则 *— N (2 ,2 ,0 )代数的投射集 P(S)及 Q* (S)的性质 ,得到了投射集构成群的一个必要条件 ;证明了在弱正则 *— N (2 ,2 ,0 )代数中 ,每一个幂等元集都是投射集。

The weakly regular *—N(2,2,0) algebra is studied,a necessary condition for a project set to form a group is given.The authors proved that every idempotent set is a project in the weakly regular *—N(2,2,0) algebra.