1) broad semigroups
宽广半群
1.
In this paper,some properties of quasiadequate broad semigroups are characterized,and the existence of the the minimum adequate good congruence is conformed.
证明了拟恰当宽广半群的若干性质,并确定了它上面的最小恰当良同余的存在性。
2) finite wide semigroup
有限宽半群
3) general lattice semigroup
广义格半群
1.
The concept of the general lattice semigroup is defined and the correlation and differentiations of the general lattice semigroup and the lattice semigroup and ideal and sl ideal are discussed, pointed out that any lattice semigroup is a general lattice semigroup, on the contrary it is uncertain.
引入广义格半群的概念,进而对广义格半群与格半群以及相应的理想和sl理想的相互关系及区别进行了讨论,指出凡格半群是广义格半群,反之则不一定。
4) generalized inverse semigroup
广义逆半群
1.
s:In order to study the properties of the weakly PI P regular semigroups,it is strictly proved that the weakly PI P regular semigroups have to be the generalized inverse semigroups.
为研究弱PIP -正则半群的性质 ,通过严格的证明 ,得到弱PIP -正则半群一定是广义逆半群的结论 。
5) generalized C 0 semigroup
广义C0半群
6) generalized Co-semigroup
广义Co半群
1.
On the basis of the traditional Co-semigroup, the paper defines the generalized Co-semigroup, and introduces a new analogous concept:the generalized abstract cauchy problem.
在传统Co半群的基础上,给出了广义Co半群的定义,并着重引入一个类似的新概念:广义抽象Cauchy问题。
补充资料：宽广
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参考词条