1) convex sublattice
凸子格
1.
Based on the discussions,it was proved that the solution sets of the equations are convex sublattices of L.
在此基础之上,证明了方程的解集构成L的凸子格。
2.
The lattice that can be divided by two convex sublattices are studied,and some basic properties are given.
主要研究能被双凸子格分划的格的基本性质,并得出它和存在素理想的格是等价的,给出了一些特殊的能被分划的格。
2) relative convex sublattic
相对凸子格
1.
In this paper,we study power lattice on distributive lattices,the concept of relative convex sublattices is given,a sufficient and necessary condition of power lattice on distributive lattices is obtained.
研究了分配格上的幂格,给出了格的相对凸子格的概念,得到了分配格上的幂格的一个充要条件。
3) the lattice of convex l-subgroups
凸l-子群格
4) convex lattice-ordered subnear-ring
凸子格拟环
5) strictly convex operator
严格凸算子
1.
The strictly convex operator and smooth operator are defined, it is shown that if T * is smooth operator, T is strictly convex operator and if T * is strictly convex operator, T is smooth operator.
定义了严格凸算子和光滑算子，证明了若Ｔ＊是严格凸算子，则Ｔ是光滑算子；若Ｔ＊是光滑算子，则Ｔ是严格凸算
6) lattice α(t)-concave-convex operator
格α(t)凹凸算子
补充资料：凸凸
1.高出貌。
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