一、Gaussian elimination method的定义 Gaussian elimination method是一种求解线性方程组的算法,其基本思想是将系数矩阵变换为一个上三角矩阵,并保持方程的等价性质。此时,我们可以通过回带(substitution)求解线性方程组。 二、Gaussian elimination method的步骤 Gaussian elimination method的步骤通常分为以下几个部分: 1....
direct elimination method 直接消去法 method of successive elimination 逐次消去法 相似单词 gaussian adj.(德国数学家)高斯的,高斯发现的,高斯提出的 Gaussian 高斯型,高斯型曲线,相似比值判别 elimination n.[C,U] 1.排除,消除 2.(比赛中)淘汰 3.消灭,干掉(尤指敌人或对手) zero elimination 【电】...
Gaussian elimination 高斯消去法,高斯消元 Gaussian elimination method 高斯消去法 Gaussian curve 高斯曲线 Gaussian distribution 高斯分布,正态分布 Gaussian optics 高斯光学 Gaussian processes 高斯法 Gaussian pulse 高斯脉冲 Gaussian year 高斯年 gaussian density 【电】 高斯密度 Gaussian approximatio...
高斯消元法(Gaussian elimination) Chapter two linear equations of equations 2.1 gaussian elimination method 2.2 rank of matrix 2.3 determination of solution of linear equations System of linear equations The solution depends on .. . .. . . = + + + = + + + = + + + Nnnnnnnnnnbxaxaxabxaxax...
高斯消元法(Gaussian elimination)是求解线性方阵组的一种算法,它也可用来求矩阵的秩,以及求可逆方阵的逆矩阵。它通 … www.cnblogs.com|基于40个网页 3. 高斯消去演算 ... 0 中可透过与step 3.1中的出基变数列做高斯消去演算(Gaussian elimination)后最快变为0者为入基变数。 www...
4.) What are the solutions of the matrix in item 3? A. x = -2; y=3 B. x = 2; y=-3 C. x = 3; y=-2 D. x = -3; y=2 5.) Reduce the given matrix to RREF via the Gaussian elimination method. Answer Key 1.) C 2.) B 3.) D 4.) A 5.) B...
2) Gauss elimination method 高斯消去法 1. Taking the uncertainty of injected node active power into account, interval linear equations are solved with interval Gauss elimination method in the proposed algorithm. 该算法考虑了节点注入有功功率的不确定性,采用区间高斯消去法求解区间线性方程组,得到母线...
2) Gaussian elimination method 高斯消元法 例句>> 3) Gauss elimination 高斯消元法 1. And data collection and data processing were discussed in detail by the local trial,weighted type least squares and Gauss elimination which was compiled by Visual C++ were applied. 介绍了多相流量计的基本...
This method of choosing the pivot is called partial pivoting. Gaussian elimination with complete pivotingAnother version of the algorithm is the so-called Gaussian elimination with complete pivoting, in which the absolute value of the pivot is maximized not only by exchanging rows, but also by ...
The given matrix is first permuted to a block upper triangular form by row-column permutations, then a simple variation of the well-known Gaussian elimination method is utilized to get the inverse. The growth of non-zero elements during the computation is limited to the diagonal blocks. ...