资源列表
FftLab
- FFT傅立叶频谱分析，从程序的演示可透视出频率频谱相互的换算与复数的关系！-FFT Fourier spectral analysis, from a procedural perspective of the presentation can be a frequency spectrum of the conversion of mutual relations with the plural!
The_Finite_Element_Method_PPT
- 有限元方法中很好的介绍，由PPT生成的Pdf电子书-Finite element method in a very good introduction, by the PPT-generated e-book Pdf
Javier_Bonet.Nonlinear_Continuum_Mechanics_for_Fin
- Javier_Bonet.Nonlinear_Continuum_Mechanics_for_Finite_Element_Analysis.Cambridge_University_Press，非线性连续介质有限元分析，超好的外文学习书籍-Javier_Bonet.Nonlinear_Continuum_Mechanics_for_Finite_Element_Analysis.Cambridge_University_Press, non-linear continuum finite el
E._Stein.Error_Controlled_Adaptive_Finite_Elements
- E._Stein.Error_Controlled_Adaptive_Finite_Elements_in_Solid_Mechanics.John_Wiley_and_Sons.2003，自适应有限元分析，包括误差估计和自适应-E._Stein.Error_Controlled_Adaptive_Finite_Elements_in_Solid_Mechanics.John_Wiley_and_Sons.2003, adaptive finite element analysis, inclu
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
aa
- BFGS算法本程序适用于求解形如f(x)=1/2*x Ax+bx+c二次函数的稳定点-BFGS algorithm for solving This procedure applies to the form f (x) = 1/2* x Ax+ Bx+ C quadratic function of the stable point
main
- 分段线性插值，分段二次多项式插值，分段三次多项式插值，三次样条插值-Piecewise linear interpolation, sub-quadratic polynomial interpolation, sub-cubic polynomial interpolation, cubic spline interpolation
include
- 非线性最小二乘问题的修正Gauss-Newton法所计算的函数-Rectification of nonlinear least squares Gauss-Newton method calculated function
includesearch
- 计算一个非二次函数5元函数BFGS法计算的函数 -Calculation of a non-quadratic function 5 yuan function BFGS method to calculate the function
lipsolWIN32
- linear and nonlinear programming solver
mymath
- 数值计算方法中常用方法的程序实现，包括线性方程组求解，差值拟合，常微分方程求解等-Numerical methods commonly used methods of procedures to achieve, including solving linear equations, difference fitting, ordinary differential equation solving, etc.
beibao
- 程序中的beibao1函数采用了贪婪算法的另一种写法，beibao函数是以前的代码，用来比较两种算法-Process beibao1 function greedy algorithm used another wording, beibao function is the previous code, used to compare two algorithms