1) Borwein proper efficient solution
Borwein真有效解
1.
In this paper, the connectedness of Borwein proper efficient solution sets for the minimization of continuous cone is discussed.
该文讨论了连续、锥连续锥凸向量函数最小化问题中 Borwein真有效解集的连通
2) Borwein super efficient points
Borwein超有效点
3) generalized Borwein super efficient points
广义Borwein超有效点
4) properly efficient solution
真有效解
1.
Then, sufficient condition and necessary condition for a properly efficient solution in the sense of Geoffrion are proved.
然后,证明了该多目标分式规划问题在Geoffrion意义下的真有效解的充分条件和必要条件。
2.
Considering the Wolfe type and Mond Weir type duals for a class of multiobjective variational problems discussed in paper 1 ,a general dual of such a multiobjective variational problem was proposed,and the corresponding weak and strong duality theorems with respect to properly efficient solutions were proved.
考虑文章〔１〕讨论的一类多目标变分问题的Ｗｏｌｆｅ型和Ｍｏｎｄ－Ｗｅｉｒ型对偶，对这样一类多目标变分问题提出一种一般对偶，鉴于在建立对偶问题时，如果把Ｇｅｏｆｒｉｏｎ参数作为变量，讨论关于真有效解的对偶性定理存在许多问题，对于预定的Ｇｅｏｆｒｉｏｎ参数，证明了关于真有效解的相应弱对偶定理和强对偶定
5) true effective solution
真有效解
1.
Generalized true effective solutions of problem of non-smooth vector extreme value;
非光滑向量极值问题的广义真有效解
6) proper efficient solutions
真有效解
1.
In this paper, we introduce concepts of SP-contingent derivative of graph of set-valued map and obtain the optimatity conditions of two kinds of proper efficient solutions for the set-valued vector optimization problems by using the new concept of contingent derivative of set -valued map.
本文提出了集值映射图的SP-相依导数的概念,利用这个概念,给出了集值 向量优化问题两种真有效解的最优性条件。
补充资料：解佩令 茶肆茶无绝品至真
【诗文】：
茶无绝品，至真为上。相邀命、贵宾来往。盏热瓶煎，水沸时、云翻雪浪。轻轻吸、气清神爽。卢仝七碗，吃来豁畅。知滋味、赵州和尚。解佩新词，王害风、新成同唱。月明中、四人分朗。
【注释】：
【出处】：
茶无绝品，至真为上。相邀命、贵宾来往。盏热瓶煎，水沸时、云翻雪浪。轻轻吸、气清神爽。卢仝七碗，吃来豁畅。知滋味、赵州和尚。解佩新词，王害风、新成同唱。月明中、四人分朗。
【注释】：
【出处】：
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参考词条