# duality theorem

• 对偶定理

## duality theorem的用法和样例：

### 例句

1. Weak duality theorem is established under generalized convexity conditions.
在广义凸性条件下,建立了弱对偶性定理。
2. The optimality conditions of saddle points, weakly duality theorem, strong duality theorem and converse duality theorem are obtained under convexity assumptions.
其次，在某种凸性假设下，研究严有效意义下鞍点最优性条件、弱对偶性、强对偶性、逆对偶性。
3. Finally, we also give the duality theorems under the above generalized F convexity.
最后我们亦讨论了(VP)在正切锥真有效解意义下的对偶性质.
4. The Duality Theorem in Field Algebra of G-Spin Model
G-旋模型场代数中的对偶定理
5. Some weak duality, strong duality and converse duality theorems for multiobjective semi-infnite programming are given under generalized uniform V-Type I invex functions.
摘要在广义一致V-I型不变凸函数的基础上，研究了一类多目标半无限规划的对偶性，得到了若干个弱对偶、强对偶和逆对偶定理。
6. Linear Programming Simplex method, dual problems, dual simplex method, duality theorems, complementary slackness, sensitivity analysis and transportation problem. Students taking this course are expected to have knowledge in linear algebra.
线性规划单纯形法,对偶问题,对偶单纯形法,对偶性定理,互补松弛性,灵敏度分析及运输问题。学生选修本科须具备线性代数之知识。