1) 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 。
2) generalized convex set functions
广义凸集函数
1.
The paper presents necessary and sufficient conditions for solutions to multiobjectivematheamatical programming with generalized convex set functions which popularized the documents ″Suffi-cient and necessary conditions for solutions to multiobjective mathematical programming with generalized con-vex set functions″and etc.
给出了广义凸集函数多目标数学规划解的充分必要条件，它是对多目标广义凸规划解的充分必要条件等文献的推
3) function general convexity
广义凸n集函数
4) generalized set-valued equilibrium p roblem
广义集值广义对角拟凸
5) generalized cone-subconvex like set-valued maps
广义锥次似凸集值映射
1.
Some characterizations of the benson proper efficiency under this generalized cone-subconvex like set-valued maps are established in terms of scalarization.
研究一类广义锥次似凸集值映射向量优化问题,首先建立一个择一定理,然后,讨论了标量下关于此类问题的Benson真有效性的一些性质。
6) 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。
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