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1)  generalized invex
广义内凸
2)  Generalized convex
广义凸
1.
In this paper, firstly the concept of generalized convex set-valued map is defined in ordered linear topological spaces.
在序线性拓扑空间中定义了广义凸集值映射。
2.
The paper discusses the duality theorems for the generalized convex multiobjective fractional programming and get a more general result.
本文讨论了一类多目标广义凸分式规划的对偶定理,其结果是对张吉军的对偶定理的推广。
3.
Under generalized convex conditionssufficient conditions and a duality theory are presented.
给出了最优解的必要条件,在广义凸性条件下给出了最优解的充分条件并建立了对偶理论。
3)  generalized convex set
广义凸集
1.
Several concepts of the generalized convex set are used to unify and generalize the concepts of generalized convex function.
引入几种广义凸集概念,利用这些概念统一并推广了广义凸函数概念,指明了各种广义凸性之间的相互关系,给出了所得结果对于一定不等式系统的应用。
2.
In this paper, by using Ben Tal generalized operation of algebra, generalized convex set is defined.
利用 Ben- Tal广义代数运算定义了广义凸集 ,并且讨论了广义凸集的一些性质 。
4)  Generalized Convexity
广义凸性
1.
Optimality Condition and Duality Results for a Class of Multi-objective Fractional Programming Problems with Generalized Convexity;
广义凸性条件下一类多目标分式规划问题的最优性条件和对偶
2.
Generalized increasing-decreasing functions and generalized convexity of the compound functions;
广义递增-递减函数与复合函数的广义凸性
3.
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。
5)  convexity points
广义拟凸
6)  moteve characteristics
广义伪凸
补充资料:凸凸
1.高出貌。
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