在确定优化参数和约束方程的基础上，借助线性规划模型进行福建省耕地利用结构优化。
Based on the determination of optimizing parameters and boundary equations, the cropland using structure in Fujian Province was optimized by the model of linear programming.
根据线性随机规划法，提出了一种寻找结构主要失效模式的有效算法。
According to lineation stochastic programming, an effective algorithm is put forward for searching structure principal failure mode.
讨论了折扣周期马氏决策模型的最优策略的结构，并给出了其线性规划算法。
In this paper, the structure of optimal policies for periodic Markov decision model is discussed and the linear program algorithms to solve it is given.
约束矩阵方程问题广泛地应用在结构分析、控制论、振动理论、非线性规划等许多领域，关于约束矩阵方程问题的研究有着重要的理论和应用价值。
The constrained matrix equation problems have been widely used in many fields such as structural analysis, control theory, vibration theory, nonlinear programming and so on.
通过建立企业产品结构优化的一般线性规划模型，进行求解并获得最佳的产品生产计划。
By setting up a commonly linear programming of enterprise product structure optimization, carrying out it and gaining a optimal production.
本文阐述了水电站群径流补偿调节线性规划模型的思路、数学模型、算法和结构，并讨论了模型的目标函数问题。
This paper introduces the theory, the mathematical model, the algorithm, and the structure of a linear programing problem for runoff compensating regulation of a group of hydropower stations.
并把分学科在校生与人均GDP的关联度作为灰色线性规划的贡献率灰数，优化出各学科在校生的结构。
Using the correlation between number of university (students) in each subject and average GDP as the contribution rate of grey linear programming, the subject (structure) is optimized.
根据投入产出模型，利用线性规划方法，建立了中国的产业结构优化模型。
Using the Input - Output model and linear programming method, this article sets up a model of the industrial structure optimization.
在分析鉴别闽侯县资源优势的基础上，采用线性规划法对区域农用地利用结构进行优化。
The use structure of regional agricultural land was optimized by the method of linear programming based on the analysis and differentiation of resources superiorities in Minhou County.
一些具有特殊结构的非线性规划问题我们已得到了很好的结果，本文研究一种具有特殊结构非线性规划问题的推广问题。
A detailed study of some simple forms which have a given special structure have been solved, in this paper, we research the extension of this kind of special structure problems.
针对城市交通信号控制系统建立具有递阶结构的非线性规划模型。
A model with hierachical structure is developed for urban traffic signal control system.
由于所研究的非线性规划问题的特殊结构，所以可将它看成是一个多阶段决策问题，应用动态规划求解。
Owing to its special structure. the nonlinear programming problem can be considered as a multistage decision problem and solved by using dynamic programming principle.
从一实例分析出发，推导出一般线性目标规划数学模型的多重解结构为一无向图。
From the analysis of a practical example, the article derives that the poly-solution structure of the maths model of the general linear goal programming is an undirected graph.
该结构优化问题的决策变量采用了向量表示方法，建立0-1整数非线性规划模型，给出了可行解存在性的判定方法。
Expressing decision variables of the structure optimization problem in the form of vector, a 0-1 integer nonlinear programming model is presented.
本文使用递减梯度和基变换技术的惩罚线性规划求解杆系结构的极限载荷。
In present paper we use a penalty linear programming method using Reduced Gradient Basis-Exchange Techniques to find the limit load of structures of beam systems.
基于此超结构，建立了全局能量集成的混合整数非线性规划模型，并用列队竞争算法进行求解。
Based on the super structure, a mixed integer non-linear programming (MINLP) model is established for total site energy integration.
本文针对设置有对称斜腹杆的钢筋混凝土框架-桁架结构，运用非线性规划方法拟牛顿乘子法，对框架-桁架结构体系中斜撑的刚度进行优化。优化结果可供工程设计参考使用。
In this paper, a nonlinear planning method, quasi Newton multiplier method, is introduced for the optimization of the bracing stiffness in braced frame structures with symmetric bracings.
本文针对设置有对称斜腹杆的钢筋混凝土框架-桁架结构，运用非线性规划方法拟牛顿乘子法，对框架-桁架结构体系中斜撑的刚度进行优化。优化结果可供工程设计参考使用。
In this paper, a nonlinear planning method, quasi Newton multiplier method, is introduced for the optimization of the bracing stiffness in braced frame structures with symmetric bracings.
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