摘要
设M是Γ-半群.本文首先给出定理:若具有“0”元的正则Γ-半群M的每个非0幂等元都是素幂等元,则M是完全0-单Γ-半群的0-直并.然后在M是Γ-正则条件下给出M是0-单Γ-半群,或是完全0-单Γ-半群的特征性质.
et M be a Γ-Semigroup. The theorem is given first, i. e, if every non-zero idempodent of regular Γ-semigroup M with '0' element is prime, then M is an 0--direct union of completely 0-simple Γ-semigroup. Then, the characteristies of 0-simple Γ-semigroup M and completely 0-simple Γ-semigroup M are given while M is a Γ-regular semigroup.
出处
《烟台大学学报(自然科学与工程版)》
CAS
1996年第2期12-15,共4页
Journal of Yantai University(Natural Science and Engineering Edition)
基金
国家自然科学基金