Rather than the simple command set offered by gnuplot, Octave offers a rich language for mathematical programming. 除了gnuplot所提供的简单命令集之外,Octave还为进行数学编程提供了一种丰富的语言。
In mathematical programming, the goal of coding is often the standard output values that the analytical procedure ( such as MultipleRegression, TimeSeries, or ChiSquared) is expected to generate. 在数学编程中,编码的目标通常是分析过程(比如MultipleRegression、TimeSeries或ChiSquared)所希望生成的标准输出值。
By using the idea of nonlinear programming, the lower bound limit analysis model of mathematical programming for slope stability was established. 建立了边坡稳定的下限法数学规划模型,并通过非线性规划方法寻求问题的下限解。
A mathematical programming model for arms optimal apportionment is established according to the detailed analysis of the ground air defense disposition on the campaign direction. 对战役方向地面防空战斗部署进行了详细分析,建立了兵力优化分配的数学规划模型。
Therefore, the research on convexity and generalized convexity is one of the most important aspects in mathematical programming. 因此,对凸函数和广义凸函数的研究是数学规划中最重要的内容之一。
Optimization of the Take-Off Movement of Ski Jumping with the Method of Mathematical Programming 用数学规划的方法优化跳台滑雪的起跳动作
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;
A filter algorithm for solving mathematical programming with linear complementarity constraints 线性互补约束规划问题的一种Filter算法
A perturbation principle, which makes the mathematical programming methods of elastic frictional contact problems to be successful theoretically, is presented in this paper. 为使弹性摩擦接触问题的线性互补法得到收敛性保证,提出一个摄动原理。
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。
Necessary optimality conditions in a nondifferentiable mathematical programming on riemannian manifolds 基于黎曼流形上的非可微规划问题的必要最优性条件
This project is an intersection of mathematical programming, information science, management science as well as computer science. 本项目为数学规划、信息科学、管理科学、以及计算机科学的交叉项目。
Compared with popular approaches such as mathematical programming, the proposed method is more simply and conveniently, and its ranking role has more intuitional meanings. 与已有的数学规划等方法相比,该方法计算更为简便,排序准则具有直观的意义。
Fuzzy Mathematical Programming for Optimal Operation of Feeding Reservoir Group in Series 串联供水库群优化调度的模糊规划模型
A LINGO-based mathematical programming method for the least square fitting 基于LINGO的最小二乘拟合的数学规划解法
Mathematical Programming Practicing in Optimal Design of Chemical Industrial Water-using Network 数学优化法在化工行业用水网络优化设计中的应用
Some objectives or constraints can be formulated as mathematical programming problems but others cannot, such as objectives and constraints pertaining to page layout and color preference. 某些对象和约束能通过数学编程达到公式化,但某些就不行,例如属于页面布局和颜色选择的对象和约束。
Uncertain programming is a type of mathematical programming involving uncertain variables. 不确定规划是一类包含不确定变量的数学规划。
In order to solve these problems, a mathematical programming model was designed making use of principles of Superscalar Pipelining. 本文以解决这些问题为背景,利用超标量指令流水原理设计了一个数学规划模型。
This paper presents the method of minimum difference of poles on fair allocation of seats and its mathematical programming model, and analyses several methods of allocation of seats number. 将经典席位分配模型推广,建立了多指标席位分配模型,它是一个有界整数变量非线性规划模型。
Decomposition mathematical programming system 分解数学程序设计系统
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。
Cpm; Confidence intervals; Mathematical programming; Monte Carlo simulation; Coverage percentage. 信赖区间;数学规划;蒙地卡罗模拟法;涵盖率。
All decision models are formulated as an integer multiple problem and is solved using a mathematical programming solver. 所有模式均为一整数规划问题,本研究配合CPLEX数学规划软体求解模式。
Static and dynamic optimum design for the layout of slant legged rigid frame bridge is studied by mathematical programming. 采用数学规划的方法从静力和动力两方面对斜腿刚构桥的几何布局进行优化设计。
This paper presents a new analytical method for elastoplastic response of structures, the mathematical programming method. 介绍了结构弹塑性反应分析的一种新方法&数学规划方法。
The optimization problem is solved by mathematical programming approach with the used of sensitivity information. 在敏度分析的基础上,采用数学规划法求解此类问题,得到了厚度分布和边界形状都得到优化了的材料分布方式。
A mathematical programming model was given for the problem. 本文提出了一个图书仓库的布局优化问题,对该问题建立了数学规划模型。
And the traditional mathematical programming method, the intelligent optimization algorithm for solving multi-objective optimization problems. 和传统的数学规划法相比,智能优化算法更适合求解多目标优化问题。