摘要
本文给出在局部弱有效解x°处使下式 -conv{▽f_t(x°)|t=1,…,m}∩(T(X,x°))^(?)≠φ 成立的一个较弱的充分条件。利用这个条件导出广义Kubn-Tucker条件。
This short paper gives one mild condition for the following relation to be held at a local weakly efficient solution x°:-conv{▽f_i(x°)|i=1,…, m}∩(T(X, x°))°≠Φ.Based on this condition, the generalized Kuhn-Tucker necessary condition for local weakly efficient solutions is derived.
基金
国家自然科学基金
关键词
规划论
多目标规划
局部弱有效解
multiobjective programming, local weakly efficient solutions, the generalized Kuhn-Tucker condition.