基本释义:

相容代数方程组

网络释义

1)compatible system of algebraic equations,相容代数方程组

2)consistency equations,相容方程组

3)algebraic equations,代数方程组

4)inconsistent linear equations,不相容方程组

5)Reconcilable linear equations,相容线性方程组

6)compability of equation sets,方程组的相容

用法和例句

Studying the calculus of minimax residue vector,we can translate solving minimax method for fitting a curve into solving consistency equations.

文章提出了曲线拟合的极小极大法,通过研究极小极大剩余向量的计算方法,将问题转化为求解相容方程组问题。

We transfer governing nonlinear partial differential equations to an infinite set of system of nonlinear algebraic equations containing Fourier coefficients which have been solved by linearizing iterative procedures.

所设的位移函数为梁振型函数 ,它不仅能精确地满足边界条件 ,而且具有正交的特性 ,从而把复杂的非齐次非线性偏微分方程组化为一组非线性代数方程组 ,通过非线性方程组的线性化和可调节参数的修正迭代解法找出问题的解。

The governing nonlinear partial differential equations are reduced to an infinite set of systems of nonlinear algebraic equations containing Fourier coefficients which have been s.

所设的位移函数为梁振动函数 ,它不仅能精确地满足边界条件 ,而且具有正交的特性 ,从而把复杂的非齐次非线性偏微分方程组化为一组非线性代数方程组。

A packed scheme to save and to solve the coefficients of FEM algebraic equations is presented in the paper.

根据有限元总体系数矩阵的特点，提出了一种紧致存储格式及总体系数矩阵的合成过程，并提出了在此格式下，代数方程组的求解方法。

An Approach to Introducing the Nonlinear Algebraic Equation System into Advanced Algebra Curriculum;

非线性代数方程组理论引入高等代数课程研究

numerical method of linear algebraic equations

线性代数方程组数值解法

New Storage Format and FEM Linear Algebraic Equations

有限元线性代数方程组新的存储格式

Some Numerical Algorithms for Large Sparse Linear Systems;

大型稀疏线代数方程组的几种数值算法研究

DIFFERENTIAL TRANSFORM METHOD FOR HIGH INDEX DIFFERENTIAL-ALGEBRAIC EQUATIONS

求解高指数微分代数方程组的微分变换法(英文)

Non-linear algebraic equations of the theory of the introduction of higher algebra construction of teaching materials for courses

探析非线性代数方程组理论引入高等代数课程之教材建设

The Proconditioning Iterative Methods for the Solution of the Linear System with Special Coefficient Matric;

解具特殊系数矩阵线性代数方程组的预条件迭代法

AN UNIVERSAL ALGORITHM FOR SOLVING LARGE SPARSE LINEAR ALGEBRAIC EQUATIONS

解大型稀疏线性代数方程组的一种通用算法

Nonlinear Algebraic Polynomial System and Solving Geometry Constrained Problem;

非线性代数方程组与几何约束问题求解

Some Criteria and Algorithm for Finding Nonnegative Solution of System of Linear Equations

线性代数方程组有非负解的判定条件及算法

Parallel Nonstationary Iterative Methods for Solving Large Sparse Linear Systems;

大型稀疏线性代数方程组的并行非定常迭代方法

Studies of Preprocessing Techniques to the Iterations of Sparse Linear Algebra Equations;

稀疏线性代数方程组迭代法中的预处理技术研究

Numerical Methods for Linear Systems from Fictitious Domain Methods

虚拟区域分解法导出的线性代数方程组数值解法

The Iterative Method for the Linear Systems with Toeplitz Matrices;

Toeplitz系数矩阵方程组的迭代解法

The Studying of Solving Algebraic Equation (Groups) Based on Artificial Fish School Algorithm;

基于人工鱼群算法求解代数方程（组）方法研究

Die Hauptforschung der lineare Algebra ist das mehrdimensionale System der Gleichungen, das Betimmerden Faktors und der Matrix.

线形代数主要研究的事多元方程组、列式和矩阵。

To Understand the Main Concepts of Linear Algebra by Studying Linear Equation Group;

从线性方程组入手理解线性代数基本概念

On the Estimate of Growth Order of Solutions of a Class of Systems of Algebric Differential Equations with Higher Orders

一类高阶代数微分方程组解的增长级估计