In this paper,we discuss the set of all cosets of a group. It is shown that the set is an inverse semigroup under a given multiplication and research the properties of its idempotents.
研究群的所有右陪集构成的集合,证明它在给定的乘法下是逆半群,并研究它的幂等元性质;同时给出它为C lifford半群的充要条件。
参考来源 - 群的右陪集逆半群·2,447,543篇论文数据，部分数据来源于NoteExpress
逆半群和具有逆断面的基础纯正半群的结构是比较简单的。
The constructions of inverse semigroups and fundamental orthodox semigroups with inverse transversals are simple.
刻画了弱逆半群s上的最大幂等元分离同余和最小群同余。
In this paper, the greatest idempotent separating congruence and the minimum group congruence on a weakly inverse semigroup s are characterized.
本文讨论一类重要的半群即G逆半群，文中给出G逆半群的主要的几例子，并详尽地讨论了G逆半群的构造．。
In this paper, the structure of G inverse semigroups is discussed and some important classes of G inverse semigroups are given.
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