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inequality system
相关语句
  不等式系统
     Coefficient Words Length Optimization of IIR Digital Filters—Linear Pseudo-Boolean inequality system method
     IIR数字滤波器系数字长优化——线性伪波尔不等式系统算法
短句来源
     For fuzzy relation inequality system B ≤R A≤ B ,after its fuzzy relation R is obtaind using sign matrix method, fuzzy mapping R is changed into R * as the new input of fuzzy relation in the preparatory system.
     对于形如B≤R A≤B的模糊关系不等式系统 ,采用符号矩阵法 ,经模糊变换 ,将模糊关系R修正为R ,作为此系统新的输入的模糊关系 .
短句来源
     ON A VARIATIONAL INEQUALITY SYSTEM
     变分不等式系统
短句来源
     In this paper, the writer proposes a method known as linear Pseudo-Boolean inequality system programming for solving the optimization of coefficient words length of IIR digital filters.
     本文首次提出将“解线性伪布尔不等式系统”的算法应用于IIR数字滤波器系数字长的优化问题。
短句来源
  “inequality system”译为未确定词的双语例句
     A Method for Solving Nonlinear Inequality System
     非线性不等组的一个解法
短句来源
     A INEQUALITY SYSTEM OF INTEGRAL TYPE AND IT’s APPLICATIONS
     一个积分不等式组及其应用
短句来源
     Compatibility of a Class Nonlinear Inequality System With its Application
     一类非线性不等式组的相容性及其应用(英文)
短句来源
     A Relaxation Algorithm for a Quasivariational Inequality System Related to HJB Equation
     解与HJB方程相关的拟变分不等式的松弛法(英文)
短句来源
     First, we consider an iterative algorithm of Jacobi type and the corresponding domain decomposition algorithm for a approximate quasivariational inequality system of the Hamilton- Jacobi- Bellman equation and the corresponding convergence problem.
     本文研究了逼近Hamilton-Jacobi-Bellman方程的拟变分不等式组的离散问题的Jacobi型迭代算法和Jacobi型区域分解法及其收敛性问题。
短句来源
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  相似匹配句对
     -the system of inequality between sexes
     要改变这种状况 ,唯有消除“男女不平等”这一社会“内疾
短句来源
     That system on .
     该系统基于.
短句来源
     Inequality
     不等式(之3)
短句来源
     system).
     系统)。
短句来源
     ON A VARIATIONAL INEQUALITY SYSTEM
     变分不等式系统
短句来源
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  inequality system
In this paper, we propose a parametric approach to the stability theory for the solution set of a semi-infinite linear inequality system in the n-dimensional Euclidean space
      
A linear inequality system with infinitely many constraints is polynomial [analytical] if its index set is a compact interval of the real line and all its coefficients are polynomial [analytical] functions of the index on this interval.
      
We consider the error bounds for a piecewise affine inequality system and present a necessary and sufficient condition for this system to have an error bound, which generalizes the Hoffman result.
      
We consider a given closed convex set represented by a certain linear inequality system σ whose coefficients can be arbitrarily perturbed, and we measure the size of these perturbations by means of the pseudometric of the uniform convergence.
      
The mixed cells are reformulated in terms of a linear inequality system with an additional combinatorial condition.
      
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Using Pseudo-Boolean method as Optimization algorithm is especially Suitable for solving optimization problems with bivalent variables. In this paper, the writer proposes a method known as linear Pseudo-Boolean inequality system programming for solving the optimization of coefficient words length of IIR digital filters. The basic principleand solving procedure are introduced, the effectiveness of this method was proved with examples of optimization of coefficient words length of 6th order lowpass and 8th...

Using Pseudo-Boolean method as Optimization algorithm is especially Suitable for solving optimization problems with bivalent variables. In this paper, the writer proposes a method known as linear Pseudo-Boolean inequality system programming for solving the optimization of coefficient words length of IIR digital filters. The basic principleand solving procedure are introduced, the effectiveness of this method was proved with examples of optimization of coefficient words length of 6th order lowpass and 8th order bandpass elliptic digital filters.

作为一种优化算法,利用伪布尔函数特别适用于解决其变量可以表示成0,1二个数字的优化问题。本文首次提出将“解线性伪布尔不等式系统”的算法应用于IIR数字滤波器系数字长的优化问题。文章介绍了算法的基本原理并用一个6阶低通滤波器及一个8阶带通滤波器对本算法的有效性进行了验证。

This paper presents a family of iterative method with fixed objective valuesfor solving the inequality system of nonlinear functionsa_i≤f_i(x)≤b_i (i(?)I_1~*)a_i≤f_i(x) (i(?)I_2~*)and discusses its application to automatic lens design.Each iterative method in the above mentioned family possesses the followingtwo important automatically adjustive properties:1.If f_i(x~(k))∈(f_i~*-αki ε_i,f_i~*+αki ε_i)(?)(a_i,b_i),then f_i(x~(k+i))∈(a_i,b_i),wheref_i~*=2~(-1)(a_i+b_i),ε_i=2~(-1)(b_i-a_i),b_i>a_i(i∈ j_2~*),αki∈(0,1],I=1,2,…,i(?)I=I_1~*...

This paper presents a family of iterative method with fixed objective valuesfor solving the inequality system of nonlinear functionsa_i≤f_i(x)≤b_i (i(?)I_1~*)a_i≤f_i(x) (i(?)I_2~*)and discusses its application to automatic lens design.Each iterative method in the above mentioned family possesses the followingtwo important automatically adjustive properties:1.If f_i(x~(k))∈(f_i~*-αki ε_i,f_i~*+αki ε_i)(?)(a_i,b_i),then f_i(x~(k+i))∈(a_i,b_i),wheref_i~*=2~(-1)(a_i+b_i),ε_i=2~(-1)(b_i-a_i),b_i>a_i(i∈ j_2~*),αki∈(0,1],I=1,2,…,i(?)I=I_1~* U I_2~*,andx~(k)(k=0,1,2,…)being iterative points.2.Each system {f_i(x~(k+1))|i(?)I}at each iterative point=x~(k+1)(k=0,1,2…)can automatically be adjusted by some given rules.

本文提供一个解非线性不等式组(1.1)的固定目标值迭代方法族.这个族中的每个迭代方法不但能使在迭代点的函数值收敛到锁向精度后不再超出精度区间和使未收敛到锁向精度的函数有较快的速度向精变区间收敛.而且还有多种自动调节功能.

The mathematical formula in similarity of linear equality or linear inequality system with degeneration is finally obtained when many structural optimization problems are solved with optimality criterion method, as well as general mathematical programming. In this case, many algorithms fail to get solution or perform poorly. A unified method presented in this paper which is based on method presented in thispaper which is based on simplex method of linear propramming in used to overcome the difficulty mentioned...

The mathematical formula in similarity of linear equality or linear inequality system with degeneration is finally obtained when many structural optimization problems are solved with optimality criterion method, as well as general mathematical programming. In this case, many algorithms fail to get solution or perform poorly. A unified method presented in this paper which is based on method presented in thispaper which is based on simplex method of linear propramming in used to overcome the difficulty mentioned previously. Optimality criterion method, constrained second order approximation method, Newton-Raphson method, the secone order algorithms of the Fleury's dual method and other method have been improved by using the basic idea of the method discussed in this paper, Numerical examples are given showing the validity of the method.

在结构优化准则法中,乃至一般的数学规划问题中,存在大量问题有相近的数学形式,通常是具有退化性质的线性等式或不等式系统,各种具体的解法往往失效,本文提出一个基于线性规划单纯形法之上的统一方法解决了这一困难。无论对于准则法,约束二阶近似的方法,Newton-Rap-hson方法,Fleury的对偶方法的二阶算法,本文提出的方法都是有效的,数值例子支持了该方法。

 
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