Solve the mathematical programming problem.
数学规划问题求解。
Reactive power optimization control in county power system is a great complex nonlinear mathematical programming problem, which has many variables and large constrains.
县级电网的电压无功控制问题是一个多约束条件、多变量、非线性的复杂数学规划难题。
The method of numerical simulation converts the question of conjugate surfaces into the problem of mathematical programming. The conjugate process can be directly described by numerical simulation.
数字仿真方法将共轭曲面问题归结为数学规划问题，可以应用数字化手段直接描述共轭过程。
Optimization mathematical model of special transformer electromagnetism parameters is a nonlinear programming problem with equality and inequality constraints, to meet some certain design objective.
特种变压器电磁参数的优化设计是一个带有等式和不等式约束，满足某种设计目标的非线性规划问题。
This problem is taken from Project Euler, a collection of mathematical problems that can be solved using clever (or sometimes not-so-clever) computer programming.
这个题目取自projectEuler, Project Euler是一些可以通过巧妙(有时也不是很巧妙)的计算机编程解决的数学题集。
To transfer a polyhedron between the "sum-form" and the "intersection-form" is a fundamental problem in the mathematical programming.
将一个凸多面体在“和形式”与“交形式”之间进行转化是数学规划中的一个基本问题。
This paper studies the problem of data association in multisensor multitarget detection under the condition of leakage and describes it as combinatorial optimization in mathematical programming.
研究了漏检情况下多传感器多目标检测中的数据关联问题，并将其描述为数学规划中组合最优化问题。
For the capacity planning problem at each level, a two-stage mathematical programming model is presented.
针对各阶层的产能规划问题，提出两段式产能规划数学模型。
Based on fully stressed criterion, a mathematical model for spring optimization design has been built. The model is a constrained nonlinear programming problem.
按满应力准则建立了弹簧优化设计的数学模型，它是一个有约束的非线性规划问题。
The structural boundary is represented by a function cf a series of design variables. Then the structural shape optimal design can be represented as a problem of mathematical programming.
结构的边界表示为若干设计变量的函数，结构形状优化问题表示为数学规划问题。
In this paper, an optimal mathematical model solving method, the successive approximation method, of the nature of nonlinear integral programming problem is suggested.
本文提出一种求解优化数学模型，属于非线性整数规划问题的方法——逐次近似法。
The problem of route selection of the packets in networks is studied based on the viewpoint of fuzzy mathematical programming and system optimization in this paper.
本文基于模糊数学规划及系统优化的观点研究了分组交换网络中分组路径的选择问题。
Emphasis is given to that when repeated equations appear in the mathematical model of the duality programming problem, global optimized solution can be obtained by reconstructing the original program.
文中着重介绍了当对偶规划问题数学模型出现重复方程时，可通过重构原规划问题的方法，求得问题的最优解。
This paper analyzes the problem of chain debts by means of graphs and network, establishes the mathematical programming modeling of chain debts and gives some corresponding methods to solve it.
用图论和网络观点对“三角债”问题进行了分析，建立了“三角债”问题数学规划模型并给出相应的解法。
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。
A mathematical model based on dynamic programming to solve this problem is presented.
提出了一种运用动态规划法来解决虚拟企业制造伙伴选择问题的数学模型。
A model for optimizing fault diagnosis for power systems is formulated as a 0-1 integer programming problem. The fault equipment can be determined by means of refined mathematical manipulation.
电网故障诊断优化模型可将诊断问题表示成求极值的0-1整数规划问题，从而可通过严密的数学运算来确知故障设备。
In mathematical programming, the problem in which the objective function and constraints are not all linear is called nonlinear programming.
在数学规划中，当问题的目标函数和约束条件并非均为线性时，该问题即称为非线性规划。
This paper presents a new mathematical model and algorithm based on dynamic programming and searching method for solving daily economic operation problem on the cascaded hydroelectric power stations.
提出一种应用搜索法、动态规划法实现梯级水电站日经济运行的数学模型和算法。
A mathematical programming method is developed, by considerina the optimal placement of active control forces as a generalized0-1programming problem and solving it by implicit enumeration.
用数学规划方法研究主动控制力（简称控制力）在被控结构上的最优位置，把它视为广义0-1规划问题，用隐枚举法求解；
Firstly, combining the finite element method and the mathematical programming technique, a procedure of back analysis for consolidation problem is developed.
本文结合有限单元法和数学规划法提出一固结问题的反分析方法。
Then a mathematical programming procedure for loaded tooth contact analysis with friction is developed, which can solve the contact problem in the whole meshing period of hypoid gears effectively;
本文还以一对准双曲面齿轮为例，进行了整个啮合过程的承载接触分析；
Then a mathematical programming procedure for loaded tooth contact analysis with friction is developed, which can solve the contact problem in the whole meshing period of hypoid gears effectively;
本文还以一对准双曲面齿轮为例，进行了整个啮合过程的承载接触分析；
应用推荐