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cholesky
- 用乔里斯基(cholesky)算法求解对称正定方程组。- (cholesky) the algorithm solves symmetrically with the tall Reese base is deciding the system of equations.
Cholesky
- 该程序是正定矩阵的Cholesky分解实例，Cholesky是矩阵分解常用的方法
cholesky
- cholesky decomposition for dsp c6
3.cholesky分解法
- cholesky算法，解三对角矩阵的-cholesky algorithm, and three diagonal matrix
cholesky
- 用matlab编写的cholesky分解程序，希望对大家有些帮助
Cholesky分解 Matlab程序
- Cholesky分解 Matlab程序 关于科学计算方法,Cholesky decomposition of Matlab procedures on scientific calculation method
Cholesky-
- 用Cholesky 分解法解方程组Ax=b-Cholesky
program
- 程序包中含有Lagrange插值、Newton插值、Hermite插值、jacobi迭代、gauss迭代、 超松弛迭代、cholesky分解-Package contains Lagrange interpolation, Newton interpolation, Hermite interpolation, jacobi iteration, gauss iteration, ultra-relaxation iteration, cholesky decomposition
Cholesky
- 用cholesky法解最小二乘法，矩阵三角分解-Cholesky method for the least squares method, the matrix triangular decomposition
ldlt
- 计算具有A=L*D*L 形式的Cholesky因式分解，适用于一些特殊矩阵。-Calculated with A = L* D* L ' forms of Cholesky factorization for some special matrices.
1CHOL
- Cholesky分解与求行列式值,使用C语言编写，可以在Visual C++中运行。-Cholesky decomposition and demand determinant, the use of C language, Visual C++ can be run.
chol
- 这是 对矩阵Cholesky分解 的一种方法的源代码.-This is the Cholesky decomposition matrix of a method
cholesky
- cholesky分解，求解一般的线性方程组很方便。-Cholesky decomposition, for solving general linear equations easily.
cholesky
- Cholesky decomposition in visual basic 6
Cholesky
- 实 现 Cholesky-Cholesky
Cholesky
- 数值分析中基于Matlab环境下的关于Cholesky分解的源代码-Numerical analysis environment based on Matlab source code for the Cholesky decomposition
Cholesky-factorization
- Cholesky分解的演示，程序内含说明，本人原创-Cholesky decomposition of the demonstration, the program includes instructions, my original
solve-linear-system-by-Cholesky
- 用Cholesky分解方法解线性方程组的过程演示，本人原创，测试无误，内含详细注释。 -With the Cholesky decomposition method to solve linear equations demonstrate the process, my original test and correct, containing detailed notes.
cholesky
- cholesky分解是用于将一个对称正定的矩阵分解为一个上三角与一个下三角矩阵乘积的形式，可运用于回归系数求解，线性方程组求解中 逐步回归是在回归分析的建模过程中用于变量筛选的有效方法，这里同时进行了向前和向后回归，效果更加显著(Cholesky decomposition is used to decompose a symmetric positive definite matrix into an upper triangle and a lower triangular matrix
Cholesky分解
- 数值分析上的cholesky分解，用于求解对称正定矩阵的线性方程组(the matrix cholesky-decompose)