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逐次超松弛迭代法
- 解线性方程组Ax=b的SOR方法的通用程序-solution of linear equations Ax = b SOR method of common procedures
逆broyden秩1法解非线性方程组
- 逆Bbroyden秩1法解非线性方程组实例-Bbroyden Rank an inverse method for solving systems of nonlinear equations example
用牛顿法解非线性方程组
- 用牛顿法解非线性方程组(包括论文及源程序)-with Newton method for solving systems of nonlinear equations (including papers and source)
matrix99~1
- 实现矩阵算法的小程序，针对解线性方程组而作的一个小程序。-matrix algorithm to achieve the small program against solution of linear equations for a small procedure.
jaccobi&GS
- jaccobi迭代法和GS迭代法求解线性方程组，并有著名病态对称正定矩阵Hilbert矩阵的生成程序和其不同维数下，求解结果的对比作图-jaccobi iteration and GS iterative method for solving linear equations, and a well-known pathological symmetric positive definite matrix Hilbert matrix
mysor
- SOR（超松弛）迭代发求解线性方程组问题，带有Hilbert矩阵生成程序和其不同维数下求解的结果对比作图-SOR (Overrelaxation) iteration made for solving linear equations, with Hilbert matrix formation process and the different dimensions of the results evaluated Comparati
全选主元消去法
- 利用高斯全选主元消去解线性方程组，用C＋＋语言写-use of the entire election Gaussian Elimination main yuan for solving linear equations, with C++ language to write
LU分解法
- 用C语言来实现的，求解线性方程组，还可以实现解向量的一个程序。-The decomposition realizes with the C language, solution system of linear equations, but also may realize the solution vector one procedure
Jacobi迭代法
- 用C语言来实现的。求解线性方程组的迭代，是一种简单的迭代法，可不如 Gauss-Seidel迭代法收敛速度快。-Use c language to make a Jacobi iterative arithmetic which could solve the linear equation group, but it s may be more slower than the Gauss-Seidel iterative arithm
C++常用算法之08非线性方程组求解
- 本代码是《计算机常用数值计算算法与程序 C++版》一书的配套非线性方程组求解代码，每个源程序文件的文件扩展名都使用.cpp形式。这些C++程序已经在微软公司Windows 平台下的Virsual C++ 6.0环境下通过 -the code is "commonly used computer numerical algorithms and procedures C version," a book support
VB_NUM1
- 用VB实现线性方程组的求解。包括：高斯消元法，LU分解法追赶法，迭代法，奇异值分解，乔累斯基分解法等12种数值方法。-VB of linear equations to solve. Including : Gaussian Elimination Act, the law catch up with the LU decomposition, iterative method, singular value decomposition
示列
- 解线性方程组的好程序。特别是数值分析，更具有优势-solution of linear equations of the program. In particular, numerical analysis, but also has advantages
非线性方程组的迭代解法
- 非线性方程组的迭代解法，包括：简单迭代法、Newton法、割线法、拟Newton法等.详见程序注释-nonlinear equations of the iterative solution, including : simple iterative method, Newton, secant, to the Newton law. Detailed procedures Notes
计算方法程序
- 文件实现求解线性方程组、多项式插值或积分，包含gauss消去、迭代等，可变换形式达到一程序多用的目的-achieve document for solving linear equations, polynomials or interpolation points, including Gauss elimination, iterative, can transform a process to form the multi-pur
（SOR）
- 对于求解线性方程组，松迟法不为一种好方法．本程序着重于 用Ｌ Ｄ Ｕ来求解． -for solving linear equations, the late Tony not for a better method. This program focuses on D U of L to solve.
数值分析课程设计
- 本人的数值分析课程设计 ，比较完整！Gauss顺序消去法与Gauss列主元消去法是计算机上常用来求解线性方程组的一种直接的方法。就是在不考虑舍入误差的情况下，经过有限步的四则运算可以得到线性方程组的准确解的一类方法。-Numerical analysis of the curriculum design, a relatively complete! Gauss law and order eliminate Gauss out PCA
GaussElimination
- Gauss列主消元法，用于求解线性方程组,c代码。-Gauss out the main elimination method for solving linear equations, c code.
高斯列主无消去法解线性方程组
- 用标C编写的算法一列，可以在UNIX下编译通过-prepared using standard C algorithms one can compile under UNIX
求解非线性方程组
- 求解定位方程组。并直接利用三元方程求出X,Y,Z时的误差子函数-positioning Solving equations. 3 yuan and the direct use of equations derived X, Y, Z of error Functions
Cprograms
- 中南大学C语言程序设计实习 1 实验一：C语言图形模式的设置 2 实习二：一元函数的图形绘制 3 实习三：二维图形的几何变换 4 实习四：非线性方程求根的二分法 5 实习五：非线性方程求根的牛顿法 6 实习六：数值积分的矩形法和梯形法 7 实习八：级数求和问题 8 实习九：曲线拟合 9 实习十一：解线性方程组的Gauss消元法 10 实习十四：解线性方程组的J