最后提出了解模糊线性规划的一个比较简便的算法。
Finally, a relative simple algorithm used to solve fuzzy linear programming will be introduced.
本文提出用模糊线性规划求解网络计划最低费用日程的优化方法。
This paper discusses an optimization method to determine the minimum cost scheduling in network schedule by means of fuzzy linear programming.
最后将模糊线性规划问题应用于药品原材料采购中，并用算例加以说明。
Finally, the fuzzy linear programming problems used in drug purchase of raw materials and in examples to illustrate this.
作者根据动物生长发育规律特点 ，建立了饲料配方模糊线性规划模型 。
Talk about the middle school mathematics from the linear program building a model;
本文讨论了一类模糊线性规划的几个性质，给出了模糊约束影子价格的定义。
This paper discussed some qualities of a kind of the Fuzzy linear programming, and then gave the definition of the shadow price of the Fuzzy restriction.
通过变换，将模糊线性规划问题转化成一般线性规划问题，用单纯形法求解。
The fuzzy linear programming is changed into general linear programming and solved by simplex method.
此外，本文还运用模糊线性规划法对房地产企业的价值链优化进行了定量化分析。
Besides, the paper makes a quantitative analysis on the value chain optimization of real estate enterprises through a fuzzy linear programming model.
本文针对模糊数的排序问题以及不确定规划中的模糊线性规划及对偶理论进行了较为深入的研究。
In this paper, a more in-depth study was conducted to the scheduling problem of fuzzy Numbers, the fuzzy linear programming of the uncertain programming and its duality theory.
通过实例分析，探讨了线性规划、目标规划和模糊线性规划三种优化技术在饲料配方设计中的应用。
The application of three optimization techniques such as linear programme, goal programme and fuzzy linear programme in the design of the feed formular was discussed through analysing the examples.
将灰色线性规划与模糊线性规划引入工程机械管理规划领域，可以基本解决工程实际中的各种规划问题。
In introducing gray programming and fuzzy linear programming into the scope of management project of construction machinery, various programming problems in engineering can be solved.
带有非线性隶属函数(NLMF)的模糊线性规划(FLP)问题。通常是一个非线性规划(NLP)问题。
The fuzzy linear programming (FLP) problem with nonlinear membership function (NLMF) is usually a nonlinear programming (NLP) problem.
对于这类问题，人们通过广泛而深入的研究，得到了许多结论，这些方法都是把模糊线性规划问题转化为经典的线性规划问题。
As for this kind of programming, people mainly turn a fuzzy linear programming problem into a classical linear programming through extensive investigation before we solved the problem.
利用一种新的模糊数排序准则，将约束条件中含有梯形模糊数的模糊线性规划转化为经典的线性规划，进而求得了原模糊线性规划的最优解。
Fuzzy linear programming with trapezoid fuzzy Numbers in restricted condition is transformed into classical linear programming by using a new ranking criterion, and an optimal solution is obtained.
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.
由于目标和参数的不确定性，模糊多目标线性规划的最优解不是唯一的。
The optional solution of fuzzy multiple objective linear programming is not unique due to uncertain goals and parameters.
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.
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.
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.
针对区域水资源系统规划的多目标性和各目标的不精确性，建立了区域水资源系统模糊多目标线性规划模型。
Since there are the facts of the multi-objective and uncertainty in the water resource system, we built a fuzzy multi-objective programming model for the region water resource system.
进一步，我们讨论了随机线性规划的单纯形法，并且研究了这两种模糊随机线性规划的解法。
Furthermore a simplex method of the random linear programming is discussed, and the solution for fuzzy random linear programmings is studied.
首先把模糊非线性方程组转变成非线性规划，再用非线性规划中的方法或软件来解。
We transfer fuzzy system of nonlinear equations into a nonlinear programming. Then, some methods of nonlinear programming are used.
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.
采用最大模糊满意度法将多目标优化问题转化为单目标非线性规划问题；
Secondly, multi-objective optimization problem is reformulated into a nonlinear single-objective programming problem by means of fuzzy satisfaction-maximizing method.
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.
本文讨论了一类不确定性线性规划问题一一变量为三角模糊数的线性规划问题。
The dissertation takes action about a kind of uncertain linear programming problem with interval numbers and fuzzy numbers in objective programming respectively.
本文讨论了一类不确定性线性规划问题一一变量为三角模糊数的线性规划问题。
The dissertation takes action about a kind of uncertain linear programming problem with interval numbers and fuzzy numbers in objective programming respectively.
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