1) orthodox transversal
纯正断面
1.
Construction of regular semigroups with orthodox transversals;
具有纯正断面的正则半群的构造
2.
Relationship between the orthodox transversals of a regular semigroup;
正则半群的纯正断面之间的关系
3.
In this paper, the concept of multiplicativity and weakly multiplicativity orthodox transversal are introduced.
引入了纯正断面是可乘的和弱可乘的概念,证明了正则半群的纯正断面是可乘的充要条件是它是弱可乘的且是拟理想。
2) orthodox transversals
纯正断面
1.
Let S*,S° be orthodox transversals of a regular semigroup S and σ*,σ°be the least inverse congruences on S*, S° respectively.
我们首先证明,若S＊,S°是正则半群S的两个纯正断面,σ＊,σ°分别是S＊,S°上的最小逆半群同余,则商半群 S＊/σ＊与S°/σ°同构。
3) orthodox 0 po-transversal
纯正0po-断面
4) normal section
正常断面
5) regular *-transversal
正则*-断面
1.
Because the S(P) /γP and S° are isomorphic,in fact that S° is the maximum regular *-semigroup isomorphic image of S(P) and S(P) may have more than one regular *-transversal,but in terms of the meaning of isomorphism that the S(P) has unique regular *-transversal.
利用S(P)的正则*-断面S°得到S(P)上最小正则*-半群同余的简单形式γP。
6) Q-regular*-transversal
Q-正则*-断面
1.
The natural partial order on a regular semigroup with a Q-regular*-transversal is characterized,and the conditions of the partial order on regular semigroups with a Q-regular-transversal to satisfy ■-majorization(minorization) and ρ-majorization(mino-rization) are concluded.
刻画了具有Q-正则*-断面的正则半群的自然偏序,并得到该类半群上自然偏序满足■-优化(劣化),ρ-优化(劣化)的条件。
补充资料：异形断面钢材(见异形断面型材)
异形断面钢材(见异形断面型材)
special section steel
，一、u以uu、’“飞豆on gQngC01异形断面钢材(speeial Seetion steel)见异形断面型材。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条