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消元法

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Through comparing the process of working out simple three-dimensional equation in "Jiu Zhang Suan Shu" with the elementary line transformation of augmented matrix,we got the conclusion that Gaussian elimination is a traditional method of china.

通过《九章算术》解三元一次方程组的过程与增广矩阵的初等行变换进行对照,得出高斯消元法是中国古法的结

The paper emphatically summarizes the classification, thinking mode, present status, problems and devolopment of methods for solving nonlinear system of equations, and specially recommends some practical and new methods, such as the elimination by eliminant with aid of basic sets, homotopy method and decomposition method, etc.

综述了机构学中常见非线性问题的数学模型及其解法,着重述评非线性代数方程组解法的分类、求解思路、研究现状、存在问题和发展方向,特别推荐基组结式消元法、同伦法和分解法等实用新型的解

Gauss out the main elimination method for solving linear equations, c code.

Gauss列主消元法,用于求解线性方程组,c代码。

Using the three most commonly used fast algorithm: nonlinear iterative method, Gauss elimination and a new method of solution of linear equations!

详细说明:采用三种最常用的快速算法:非线性迭代法,高斯消元法和一中全新的解法解线性方程组!

Out PCA Gaussian Elimination Act, this is my personal one solution for reference.

高斯列主元消元法,这只是我个人的一种解法,仅供参考。

In MATLAB to achieve using Gaussian elimination method for solving linear equations!

详细说明:在MATLAB中实现用高斯消元法求解线性方程组!

LU decomposition is essentially a Gaussian elimination method expression.

详细说明: LU分解在本质上是高斯消元法的一种表达形式。

This paper proves the advantages of triangular decomposition through compare triangular decomposition to Gaussian elimination .

通过把三角化分解法与高斯消元法进行比较,说明三角化分解法的优点。

It is found that the later is better than the former greatly, due to the fact that accurate solution by gaussian elimination is zero error. But zero error is ideal situation and it is difficult to reach in practice. So all we can do is to search an optimal solution under many restriction conditions, and the optimal can represent the solution of the question better.

咎其原因,高斯消元法是求解问题的精确解,而在实际生产科研工作中,这种理想状况是很难达到的,因此,遗传算法在多个约束条件下寻找当前最优解作为问题的解,才具有实际意义。

For a series spatial and planar mechanism synthesis, synthetic equation set can be established according to the kinematics requirement and characters of the mechanism. Then trigonometric functions are rationalized so as to create a polynomial system =0 , and the polynomial solution=0 is obtained with synthetic elimination method.

对于平面机构与空间机构的各类综合问题,根据各种机构的运动综合要求和机构的特点,建立机构的综合方程组,然后通过三角函数的有理化,将综合方程组化成多项式方程组=0,并采用综合消元法求得其多项式解=0,进而求得待定的机构参数。

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从有历史以来,英国,在此地早期居住的是凯尔特人,已经被征服了三次。

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