搜索资源列表
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.
excel_in_civil_egineering
- 工量预测.xls 截面扭转特性.xls 截面特性一.xls 截面特性二.xls 最优化问题.xls 最值问题.xls 牛顿法解方程.xls 矩阵运算.xls 线性拟合.xls 解线性方程组.xls 解线性方程组(二).xls 辛普森法积分.xls 频率与振型求解.xls 双变量模拟运算.xls 多元线性回归.xls 多项式拟合.xls 实例1.xls 实例2.xls 实例3.xls
gauss2
- gauss法求解线性方程组fortran-Gauss method to solve linear equations fortran
GaussSeide
- 实验题目:求解线性代数方程组的迭代法 相关知识:求解线性代数方程组的Gauss-Seidel迭代法的计算公式如下 数据结构:一个一维数组和一个二维数组 算法设计:用Gauss-Seidel迭代法求解线性代数方程组的算法如下 第一步:对于i=1,2,…,n (取零向量为初始向量) 第二步:e←0 第三步:对于i=1,2,…,n ⑴ ⑵对于j=1,2,…,n但 ⑶ ⑷若 ,则 ⑸ 第四步:若 (预先给定的误差精度),则转
lagelangri
- 这是一个用拉格朗日插值法求解方程组的解。程序不是很完善,多多包涵.-This is a Lagrange interpolation method of solution of equations. Process is not very perfect, forgive me.
shuzhi2
- 拉格朗日插值算法 牛顿插值多项式,用于离散数据的拟合 高斯列主元消去法,求解其次线性方程组-Lagrange polynomial interpolation Newton interpolation algorithm for discrete data, fitting out PCA Gaussian elimination method, followed by solving linear equations
gauss
- 运用高斯消去算法实现方程组的求解,里面有简单的界面设计和高斯消去算法设计-Use Gaussian elimination algorithm equations, which have a simple interface design and Gaussian elimination algorithm design
cifa
- 编程序,按如下要求来求解n元一次线性方程组(假设方程组具有唯一解)。 (1)方程个数n之值由用户通过键盘输入; (2)方程组存放在“增广矩阵”A之中,而n行n+1列的A存储空间通过new来动态分配,且A的各元素值也由用户通过键盘输入; -Allocation procedures, the following requirements to solve the n-a system of linear equations (assuming a unique solution
Guass_equation_double
- 利用gauss分解求解线性方程组,并得到最有解-Using Gauss decomposition for solving linear equations, and the most solvability
Gauss
- 高斯消元,求解线性方程组,高斯消元,求解线性方程组-Gauss, solving linear equations, Gauss elimination, for solving linear equations
Gauss2
- 列主元高斯消去:解方程组用,在实际使用高斯消去法时,常结合使用“选主元”的技术以避免零主元或小主元的出现,以便保证高斯消去发的正常进行或改善求解过程的数值稳定性。-PCA out Gaussian elimination: Solution of equations used in the actual use of Gaussian elimination method, often combined with the use of PCA election technology in o
Jacobi
- 雅克比迭代:线性代数方程组的迭代法与直接方法不同,他不能通过有限次的算术运算球的方程组的精确解,而是通过迭代逐步逼近他。该法是求解具有大型系数系数矩阵的线性方程组的重要方法之一。-Jacobian iteration: linear algebraic equations of the iteration method and direct way, he can not be limited times arithmetic equations ball exact solution, but
SOR
- 用SOR迭代法求解线性方程组 线性方程组的超松弛法,也叫SOR法-SOR iterative method using linear equations to solve linear equations of the over-relaxation method, also known as SOR method
AX=b
- 求解大规模非对称线性方程组AX=b的迭代方法-Solving large-scale non-symmetric linear equations AX = b of the iterative method
SALUE
- 高斯法求解方程组,fortran编写,为子函数,可直接调用-Gauss Method for Solving equations, fortran prepared for Functions direct call
zuoye
- 利用有限差分法 (Finite Differential Method, FDM)将场域离散为许多小网格,应用差分原理,将求解连续函数的泊松方程问题转换为求解网格节点上的差分方程组的问题。-The use of finite difference method (Finite Differential Method, FDM) will field for many small discrete grid, the application of differential principle, t
xianxingfangchengzu
- 利用高斯消元法、雅克比消元法解决求解线性方程组的解的程序-Using Gaussian elimination method, Jacobian elimination method for solving linear equations to solve the solution procedure
Mathcalculationprocedures
- 该程序包含矩阵最大特征值上、下界估计、线性方程组的求解、非线性方程组的一个最新迭代方法、数值积分、微分方程数值解!-The program contains the largest eigenvalue matrix, the lower bound estimates, linear equations, nonlinear equations, a recent iterative method, numerical integration, numerical solution of di
zuisutidufa
- 求解系数矩阵对称正定的线性方程组的最速下降法-Symmetric positive definite coefficient matrix for solving linear equations steepest descent method
gaess3
- 通过高斯消元的方法求解n元1次方程组,不是太难的-Through the Gauss elimination method for solving n-1 Equation group, not too difficult