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classical-algorithm-for--C
- 包含常用的数值计算方法,插值、寻找、拟合、方程组求解、微分方程求解等-Contains commonly used numerical methods, interpolation, looking fit, solving equations, differential equation solving
MATLAB-25-cases
- MATLAB高效编程技巧与应用,25个案例分析。272页的电子书。包含重新认识向量化编程,MATLAB处理海量数据,积分案例,MATLAB优化及非线性方程求解案例,人脸图像压缩与重建,预测分类案例常微分方程组求解案例,层次分析法,定时器。-Efficient MATLAB programming skills and application of the 25 case studies. 272 e-books. Contains new understanding of vectorized
Linear_solver
- Matlab,线性方程组求解典型算法,含共轭速降法(大规模矩阵),一种正则化方法(处理病态矩阵),含相应算例与user guide-Matlab, solving linear equations typical algorithms the conjugated downhill Act (mass matrix), a regularization method (treatment of morbid matrix) containing the corresponding numeric
Solution-of-nonlinear-equations
- 偏微分方程的MATLAB解法,主要介绍非线性方程组求解方法,给出不同方法的数值解法。-MATLAB Solution of partial differential equations, describes the nonlinear equations solving methods, given the different methods of numerical solution solution.
Numerical-Analysis-for-Statisticians
- Java常用数值算法集 共有数值计算中常用的Java方法近200个.内容包括:解线性代数方程组、插值、数值积分、特殊函数、函数逼近、随机数、排序、特征值问题、数据拟合、方程求根和非线性方程组求解、函数的极值和最优化、数据的统计描述、傅里叶变换谱方法、解常微分方程组、两点边值问题的解法和解偏微分方程组.-Java common set numerical algorithm the total numerical calculation commonly used Java method
4532
- 求解非线性方程组的方法研究。非线性代数方程组求解是一个基本而又重要的问题,因为在工程实践、经济学、侪息安全和动力学等方面有大量的实际问题最终转化为代数方程组,而非线性方程组的求解方法长期以来一直是工程应用和数值计算中重要的研究内容。-Research method for solving nonlinear equations. Solving nonlinear algebraic equations is a basic and important issue, because a larg
crimson-freefemPP
- 有限元程序求解简单问题,网格自动剖分,总纲合成,方程组求解-program for finite element method
Gaussian-elimination
- 高斯消去法,是线性代数中的一个算法,可用来为线性方程组求解,求出矩阵的秩,以及求出可逆方阵的逆矩阵-Gaussian elimination
ryfs_12_07
- 溶液纺丝动力学的常微分方程组求解,对干法纺丝的研究很有用,主要用的是四阶五级龙格-库塔ODE45()求解的。-The solution spinning the dynamics of ordinary differential equations, the dry spinning useful is solved by order Runge- Kutta ode45 ().
Solving-equations
- matlab线性方程组求解,非线性方程数值求解, 常微分方程初值问题的数值解法-matlab linear equations, numerical solution of nonlinear equations, ordinary differential equations numerical solution of initial value problem
MATLAB-code_analysis
- MATLAB语言常用算法程序集(包括插值、函数逼近、矩阵特征值计算、数值积分、数值微分、方程求根、非线性方程组求解、解线性方程组的直接法、解线性方程组的迭代法、随机数生成、特殊函数计算、第15章 常微分方程的初值问题、第16章 偏微分方程的数值解法、数据统计和分析)-MATLAB language commonly used algorithm for assembly (including interpolation, function approximation, eigenvalue ca
The-MATLAB-equation
- MATLAB解方程与函数极值、线性方程组求解、非线性方程数值求解、常微分方程初值问题的数值解法、函数极值。-The MATLAB equation and the extreme value of function, solving linear equations, nonlinear equations, numerical solution of initial value problem of ordinary differential equation, the numerical s
matlab-math-caculate-methods
- MATLAB语言常用算法程序集,包含了插值、函数逼近、矩阵特征值计算、数值微分和积分、方程求根、非线性方程组求解、特殊函数计算、常微分方程和偏微分方程的数值解法、以及数据统计和分析等等。-MATLAB language commonly used algorithm for assembly, including interpolation, function approximation, eigenvalue calculations, numerical differentiation an
CCMEF
- 有限元计算,包括单元信息,高斯赛得而线性方程组求解,以及刚度矩阵的组装等-caculation of the finite element method,involving the basic information of elements,the approaches of solving a a series of linear equations and how to assembly the overall stiffness matrix
Nonlinear-equations
- 非线性方程组求解的源代码,希望对初学者有帮助。-Nonlinear equations of the source code, I hope to help beginners.
gao-si-xiao-yuan-fa
- 是线性代数中的一个算法,可用来为线性方程组求解,求出矩阵的秩,以及求出可逆方阵的逆矩阵。当用于一个矩阵时,高斯消元法会产生出一个“行梯阵式”。高斯消元法可以用在电脑中来解决数千条等式及未知数。不过,如果有过百万条等式时,这个算法会十分费时。一些极大的方程组通常会用迭代法来解决。亦有一些方法特地用来解决一些有特别排列的系数的方程组。-A linear algebra algorithms can be used to solve linear equations, matrices obtaine
jacobi
- 线性方程组求解Jacobi迭代法C++程序-Linear equations Jacobi iteration C++ program
Newton-Raphson
- 运用迭代法计算非线性方程组,并且编制程序对非线性方程组求解-Using the iterative method of nonlinear equations, and programming for solving nonlinear equations
Mathematical_method
- 整数算法的相关实现,有素数的判断,最大公因数,最小公倍数,同余方程组求解,欧拉算法实现,一次多元方程组求解-Implementation of integer arithmetic, a prime judgment, GCD, LCM, solving the Congruence Equations, Euler algorithm, a multivariate equations
Numerical-Analysis
- 数值分析/数值计算程序,包括差值、拟合、积分、微分、线性方程组求解、非线性方程求根、常微分方程求解、偏微分方程求解、特征值求解,适合入门参考-Numerical analysis/numerical calculation procedures, including the difference, fitting, integral, differential, linear equations, finding roots of nonlinear equations, ordinary di