搜索资源列表
JacobiMATLAB
- 用Jacobi迭代法计算大型方程组的MATLAB函数文件-Jacobi iterative method using large calculation equations MATLAB function documents
OpenNL2
- This OpenNL, a library to easily construct and solve sparse linear systems. * OpenNL is supplied with a set of built-in iterative solvers (Conjugate gradient,BICGSTAB, GMRes) and preconditioners (Jacobi, SSOR). * Op
jacob_QR
- jacobi 和QR 算法 用来求解特征值问题 自己编的 不知道是否好用-jacobi and QR algorithm used to solve the eigenvalue problem of their series do not know whether it handy.
Jacobidiedai
- Jacobi迭代的算法 根据给出的系数矩阵和函数值以及需要精度 能求出方程值，以及迭代次数-Jacobi iteration of the algorithm is based on the coefficient matrix and function values and the need for accuracy can be obtained value equation , and the number of iter
Jacobiupdate
- 数值分析中的经典求解算法jacobi迭代法的改进算法。-numerical analysis of the classical algorithm jacobi iteration of the algorithm improvements.
BigInteger_src
- C# BigInteger class. BigInteger.cs is a csharp program. It is the BIgInteger class. It has methods: abs() , FermatLittleTest(int confidence) ,gcd(BigInteger bi) , genCoPrime(int bits, Random rand) , genPseudoPrime(int bi
t2_5
- 本题采用的计算方法为：主要用Jacobi迭代和Gauss-Seidel迭代解线性方程组。 Jacobi迭代算法思路：由方程组 ，使等式左端仅保留向量 ，其他一概放到右端，将 代入上式右端，便可（按顺序逐行）进行计算得到 。 Gauss-Seidel迭代和Jacobi迭代不同的是先计算第一式得到 ,用此数再参与第二式的右端的计算,依次类推。 -that the use of the method of calculating
mm_mpi_jacobi.f90
- 用MPI在fortran下实现Jacobi迭代算法-with MPI under the fortran Jacobi iterative algorithm
jacobidiedaifa
- 这是数值分析中雅可比迭代法的实现程序,c语言。-This is the numerical analysis Jacobi iteration of the procedures, c language.
C_Program
- Jacobi法求取特征值的C程序. 试验验证过了。-Jacobi eigenvalue method to strike the C program. Test verified.
include
- jacobi方法解线性方程组 可以参考一下-jacobi method to solve linear equations can refer to
work2
- 在matlab环境下对偏微分方程的Jacobi迭代解法的算法实现-Environment in matlab partial differential equations of the Jacobi iterative solution algorithm
Jacobi
- 2． Using Gaussian elimination method and Gaussian elimination method with row scaled method to solve the following tri-diagonal system for n=10 and 100 -2. Using Gaussian elimination method and Gaussian eliminati
Gauss-Seidel
- Using Jacobi method and Gauss-Seidel iterative methods to solve the following system The required precision is =0.00001, and the maximum iteration number N=25. Compare the number of iterations and t
Gaussian_row
- We can see that using Gauss-Seidel iterative methods need only 13 timed to make But using Jacobi method after 25 times the ᠃
jacobi
- matlab下雅克比在数值计算中有很好的应用!-Jacobian under matlab numerical calculation in a very good application!
Jacobi
- 用数值方法来求解雅克比矩阵的迭代过程，并且有仿真结果-Numerical methods to solve the Jacobian matrix of the iterative process, and simulation results
diedaisuanfa
- 解线性方程组的Jacobi,Gauss_Seidel,SOR迭代，以及四级四阶Runge_Kutta方法，Adams预估校正算法-Solution of linear equations of Jacobi, Gauss_Seidel, SOR iteration, as well as Runge_Kutta four fourth-order method, Adams forecast correction algorithm
gauss
- 线行方程组的Gauss Jacobi 及一个简单的自适应算法-Line line Gauss Jacobi equations and a simple adaptive algorithm
cmpi
- C+mpi编写的jacobi的迭代求解源码-C+ Mpi prepared jacobi iteration of the source