The structure theorem of weakly left C-semigroups is also included as its special case.
弱左c半群的结构定理是此定理的特例。
In this dissertation, we mainly consider transitive linear semigroups and topologically transitive linear semigroups of M_n (c).
本文主要研究右迁移单迁移线性半群、迁移单迁移线性半群和拓扑迁移半群。
As a generalization of quasi C semigroups, left semiregular orthogroups are defined in this paper.
作为拟C-半群的推广，本文定义了左半正则纯整群并半群，给出了它的左半织积结构。
As a generalization of quasi C semigroups, left semiregular orthogroups are defined in this paper.
作为拟C-半群的推广，本文定义了左半正则纯整群并半群，给出了它的左半织积结构。
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