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高斯列主元消去法解线性方程组
- 高斯消去法是一个古老的求解线性方程组的方法，但它的改进、变形得到的主元素消去法仍然是计算机上常用的计算方法。-Gaussian Elimination is an ancient solving linear equations method, but it's improving, the deformation of the main elements elimination method is commonly used by computer calculation.
高斯法解线性方程组
- 高斯法解线性方程组-Gaussian method for solving linear equations
高斯消元法解n阶线性方程组
- 高斯消元法解n阶线性方程组 这里是数学方法中常用的计算程序-Gauss elimination method for n-linear equations here is the mathematical methods used in calculation procedures
雅可比迭代解线性方程组
- 雅可比迭代解线性方程组 这个也是计算方法中另一种 求解线性方程组的计算程序-Jacobi iterative solution of linear equations This is a separate calculation method for solving linear equations of computational procedures
四种方法求解15阶线性方程组
- 采用Cramer算法、Gauss列主元、Gauss全主元、Doolittle算法等四种方法求解15阶线性方程组的C++代码
线性方程组的迭代法和牛顿数值积分
- 线性方程组的迭代法：Jacobi， Gauss-Seidel，SOR，SOR for Poisson。 牛顿数值积分方法及其Steffensen加速法。
LU分解方法求解线性方程组的Fortran程序
- LU分解方法求解线性方程组的Fortran程序，包含了一个验证程序。计算效率相对于选主元高斯消去法高出一些。-LU decomposition method for solving linear equations Fortran program, includes a verification process. Computational efficiency relative to the pivoting Gaussian elimination than some.
LU分解法求解线性方程组.zip
- LU分解法求解线性方程组的VB.NET源码.里面有详细的使用说明.,LU decomposition method for solving linear equations of VB.NET source. There are detailed instructions.
科学计算中的共轭梯度法解对称正定线性方程组
- 科学计算中的共轭梯度法解对称正定线性方程组.,Scientific Computing in the conjugate gradient method symmetric positive definite solution of linear equations.
Preconditioned_Conjugate_Gradient_Method
- 用C语言写的预处理共轭梯度法求解线性方程组的程序-Preconditioned Conjugate Gradient Method with C Language for solving linear system of equations
iteration
- 雅可比迭代法,塞德尔迭代法,逐次超松弛法求解线性方程组-iteration code
Gmres
- 解大规模线性方程组的预条件Gmres方法.系数矩阵可以非对称正定.-Solution of large-scale linear equations of the preconditioned GMRES method. Coefficient matrix can be non-symmetric positive definite.
Chap07
- 计算机常用数值算法与程序(C++版) Chap07 线性方程组求解-Computer numerical algorithm and procedures used (C++ Version) Chap07 solving linear equations
shuzhifenxi
- 本程序设计采用C语言编程，采用二分法和牛顿法计算了一个方程的根，用给出的已知条件计算出三次样条插值，最后计算了一个11元线性方程组的根。正文中介绍了每个题目的详细分析步骤，附录中附有程序清单。-The program design using C language programming, the use of dichotomy and Newton
gongetidu
- 这个程序利用共轭梯度方法，求解对称正定线性方程组-This procedure using conjugate gradient method for solving symmetric positive definite system of linear equations
jiefc
- 一个C++程序。用来解多元一次线性方程组-A C++ program. solution to a system of linear equations
ScienceAndEngineeringNumericalAlgorithms
- 该代码是《科学与工程数值算法》（visual C++实现）一书中的源代码，里面包括常见的数值算法的实现，主要包括复数运算、矩阵运算、线性方程组的求解、非线性方程组的求解以及差值和数值积分的实现。-The code is " Science and Engineering, Numerical Algorithms" (visual C++ to achieve) the book' s source code, which include the common reali
diedaifa
- 给出了线性方程组的CG法、Gauss_Seidel、SOR、Jacobi、fem求解，-Linear equations given the CG method, Gauss_Seidel, SOR, Jacobi, fem solution
解方线性方程组
- 通过高斯消元法求解解线性方程组，使用动态内存分配(system of linear equations)
LU分解法求解线性方程组
- 用LU分解法，求解已知线性方程组的解，最多100阶(The solution of the known linear equations is solved by the LU decomposition method, with a maximum of 100 orders.)