非光滑Fuzzy多目标规划的Fuzzy有效解的Mond-weir型对偶定理

Mond-Weir type Duality for Fuzzy Efficient Solutions in Nonsmooth Fuzzy Multiobjective Programming

本文研究具有Fuzzy约束的非光滑Fuzzy多目标规划 (FVP) ,利用分明多目标规划建立了 (FVP)的Mond-Weir型对偶模型 ,得到了Fuzzy有效解的弱对偶、直接对偶和逆对偶定理。

In this paper, the nonsmooth multiobjective programming with fuzzy constaints（ FVP）was investigated. Using Non- fuzzy multiobjectice programming, we introduce one Mond- Weir type of dual model, and prove the corresponding theorems of Weak duality, direct duality and deverse duality.