The facts show that linear programming theory can effectively solve such …
事实证明，线性规划理论能够有效地解决产品结构优化决策问题。
The facts show that linear programming theory can effectively solve such problems.
事实证明，线性规划理论能够有效地解决产品结构优化决策问题。
Based on the linear programming theory, this paper establishes an economic model of coal blending, and analyzes its technical and economic effect.
基于线性规划理论，建立配煤的经济模型，并对电厂燃用混煤进行技术经济分析。
In this paper, multi multi variable non linear programming theory is used to optimize the design of piping systems for in flow pulsation reduction.
本文采用多变量非线性规划理论，研究适宜于管道系统降低气流脉动的优化方法。
A mathematics model which deals with 54 variables and 43 constraint conditions is proposed to optimize the product structure by using linear programming theory.
本文运用线性规划理论，建立了一个包括54个变量(产品)，43个约束条件产品结构优化数学模型。
According to the raised analysis theory and the simplex method principle, proposed an assignment problem linear programming solution.
根据凸分析理论和单纯形法原理，提出了指派问题的一个线性规划解法。
The study shows the optimal collocation model based on the gray layout theory excels in answer's stability and model's adaptability by compared with the similar linear programming models.
研究表明：基于灰色规划原理构建的最佳配置模型在解的稳定性、模型的适应性上要优于同类线性规划模型。
In linear programming, a series of theorems of dual theory are adopted to deal with the linear programmings with unbounded variables.
线性规划中对偶理论的一系列定理是针对变量无上界的线性规划的。
This paper analyzes the theory and the method in solving the network problem by the mathematics model of linear programming and graph theory.
分析了用线性规划、图论的方法解决网络问题的理论和算法。
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.
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。
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。
This article will build and resolve mathematic model of it through theory of linear programming in a series of restriction of resources. In fact, this theory was applied in construction.
应用线性规划中有配套约束的资源分配理论建立数学模型并给出求解格式，通过实际工程算例验证该方法的正确性与有效性。
The linear complementarity problem was very useful in economics, it was widely used in game theory and mathematical programming.
线性互补问题在经济学、对策论和数学规划领域中有广泛的应用，线性互补问题解的存在性与特殊矩阵密切相关。
Secondly, game theory is applied to bilevel programming problem for a better illustration and soluntion of the bilevel linear programming problem.
其次，针对二层线性规划问题，将博弈论中非合作的博弈关系应用到二层规划问题中。
Secondly, game theory is applied to bilevel programming problem for a better illustration and soluntion of the bilevel linear programming problem.
其次，针对二层线性规划问题，将博弈论中非合作的博弈关系应用到二层规划问题中。
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