讨论了一类所有系数均为模糊数的多目标线性规划问题。
A multiobjective linear programming problem in which all coefficients are fuzzy Numbers is considered in this paper.
研究具有模糊系数的两层线性规划问题。
In this paper, bilevel linear programming with fuzzy coefficients is studied.
文中引入的模糊随机线性规划不仅具有模糊随机变量系数，而且具有模糊伪随机决策变量。
The fuzzy random linear programming introduce in the paper includes not only the my random variable coefficients but also the decision vector of fuzzy pseudorandom variables.
提出了目标系数模糊型模糊关系线性规划问题，这是传统模糊关系线性规划的扩展。
We present fuzzy relation linear programming with fuzzy objective coefficient, this programming is expand to conventional fuzzy relation linear programming.
目标中含有模糊系数的线性规划，是模糊决策的一个重要内容。
Linear programming with fuzzy-numbered Cost Coefficients, include of Single-objective and Multi-objective problems, is a important content in fuzzy decision makings.
本文还对模糊系数型线性规划的对偶理论进行了研究，并提出和证明了与经典线性规划对偶理论相对应的相关定理。
The fuzzy linear programming duality theory has been also studied in this article; the related theorems corresponding to the duality theorems in classical linear programming were proposed and proved.
本文还对模糊系数型线性规划的对偶理论进行了研究，并提出和证明了与经典线性规划对偶理论相对应的相关定理。
The fuzzy linear programming duality theory has been also studied in this article; the related theorems corresponding to the duality theorems in classical linear programming were proposed and proved.
应用推荐