参数规划

Fuzzy线性规划中的参数规划

Parametric Programming in Fuzzy Linear Programming

凸二次参数规划的逆规划及其等价形式

Converse problems on convex quadratic parametric programming and it 's equivalent form

计算结果表明，在焊接参数规划方面，该方法的收敛效果要优于现行的BP算法。

The result of the calculation shows that the convergence effect of this method is better than BP algorithm in the field of welding parameters'planning .

实现了一个考虑分布式资源的、基于Web技术的敏捷车削参数规划原型系统，初步尝试了提高企业敏捷性的方法。

In this paper we develop a prototyping system to explore methodology of enhancing enterprise agility by using Web technology . The prototyping is a Web based agile turning parameter planning system with considering distributed resources .

本文构造了一种二次参数规划转轴方法，并在此基础上提出了Markowitz投资组合有效集的一个解法。

In this paper , we construct a pivoting method of parametric quadratic pro - gramming , and present a method to solve the markowitz investment efficient set model .

集约生产计划问题参数规划模型的转换与分解算法

Transformation and Decomposition Algorithm for Parametric Programming Model of Aggregate Production Planning

参数规划的解集和极值函数的性态

The Solutions and Characters of the Extreme Function for the Parametric Programming

研究了求解参数规划模型的路径重连算法。

Path relinking algorithm is studied to solve the parameter planning model .

参数规划中最优值函数的ε-凹凸性

The ε - Concavity and Convexity of the Optimal Function in Parametric Programming

非线性参数规划中分支问题的再讨论

Further Discussion of Bifurcational Problems in Nonlinear Parametric Programming

参数规划最优值函数的几种性质

Qualities of the Optimal Value Function Parametric Programming Problems

基于多参数规划的显式模型预测系统设计的可行域扩张算法

A multi-parametric-programming-based feasible region-expansion algorithm for synthesis of explicit model predictive control system

配气系统的统一优化模型及其参数规划法

The Unified Optimization Model of Valve Gear Systems And Its Parametric Programming Methods

基于进化的产品平台参数规划方法

A Method of Evolutionary Product Platform Parameters Planning

提高柔性空间机器人承载能力的结构参数规划

Optimization of the Structure of a Flexible Spatial Manipulator to Improve Load Carrying Capacity

非线性参数规划问题ε-最优解集集值映射的连续性

The continuity of ε - optimal solution set set-valued mapping in nonlinear parametric programming problem

多维参数规划的最优解

Optimal solution to multi dimension parameter programming

讨论了一个参数规划的性质和该簇算法的收敛性。

Properties of a parameter program and convergence of a class of generalized algorithm were discussed .

非光滑参数规划的微分稳定性

Differential stability in Nonsmooth parameter programming

参数规划的逆问题

Converse problem of linear parametric programming

针对商业银行的风险与收益的不确定性，建立了基于区间数的参数规划模型。

A parametric programming based on interval number is proposed for the uncertainty risk and return .

本文讨论多目标凸参数规划的真有效解稳定性。

In this paper , the stability of proper efficient solution of multi-objective convex parametric programming is discussed .

基于已有的方法和原理，本文将提出一种多元稳健设计的参数规划方法。

According to the exist methods and theories , a parametric programming approach to multivariate robust design is suggested .

参数规划的极值函数一般是非可微的且没有显示表示。

In general , the optimal value functions of parametric nonlinear programming are non-differentiable and are not explicitly expressed .

而机器人焊接参数规划器是弧焊机器人任务级离线编程的一个非常必要的组成模块。

Welding parameters'planning is one of necessary components in Robotic Arc Welding Task level Off Line System ( RAWTOLS ) .

根据对冷冻试验设备的研究，计算预热负荷，实现对超低温冷冻治疗设备的参数规划和设计。

According to the research on the trial prototype , the parameter design of the device is completed by calculating the pre-heat load .

讨论了一类在约束条件中系数为模糊数的模糊线性规划问题.本文针对模糊约束的模糊线性规划问题，讨论了其相应的参数规划问题的最优解和最优值函数的变化规律。

A new method for ranking fuzzy numbers was proposed . In this paper , we focus on the fuzzy constraints linear programming .

为了获得脉冲最优控制系统的最优解，将原最优控制问题转化成一个参数规划问题。

To obtain the optimal solutions , the optimal control problem can be converted into a nonlinear parametric optimization by integrating the state equation .

利用多参数规划计算系统的鲁棒一步集，同时得到系统的鲁棒一步可达集和相关的控制器。

It is demonstrated that how multi-parametric programming can be used to simultaneously obtain robust one step reachable set and the associated PWA feedback controller .

通过与等参数规划位置样条曲线和方位曲线的插补方法进行比较，验证了该插补功能在机床旋转轴控制方面的优越性。

Superiority of this method is proved by making a comparison with the interpolation method taking parameters of the position curve and the orientation curve the same .