摘要
本文把单目标规划中的Kuhn-Tucker条件,Lagrange鞍点问题和Fritz John(鞍点)条件分别推广到一般多目标规划的情形,讨论了八个问题之间的关系,建立了不可微多目标规划的基本定理。
In this paper, the Kuhn-Tucker condition, Lagrange saddle-point problem and Fritz John (saddle-point) condition in single objective programming are extended to the case of general multiobjective programming, respectively, relations among the eight problems arc discussed.And the basic theorems of nondifferentiable multiobjective programming are established.
出处
《西北建筑工程学院学报（自然科学版）》
1990年第1期140-147,共8页
Journal of Northwestern Institute of Architectural Engineering
关键词
多目标
规划
有效解
鞍点
定理
multiobjcctive programming,efficicnt solution,saddlc-point, directional derivative
