源码文件
/**************************************************************************\ MODULE: zz_pX SUMMARY: The class zz_pX imple…
Polynomial 源代码
探索多项式（Polynomial）技术的无限可能，涵盖从信号处理到控制系统设计等多个电子工程领域。本页面汇集了29个精选资源，包括但不限于算法实现、数学模型构建及优化技巧等，旨在帮助工程师们深入理解并有效应用多项式理论解决实际问题。无论是初学者还是经验丰富的专业人士，都能在这里找…
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A Tour of NTL: Examples: Extension Rings and Fields A Tour of NTL: Examples: Extension Rings and Field…
源码文件
A Tour of NTL: Examples: Polynomials A Tour of NTL: Examples: Polynomials NTL provides …
源码文件
x = -5.0:1:5.0; y = feval(@f,x); % given data points %Newton = newtonp(x,y); % find the Newton polynomial %l = lagranp(x,y); % fin…
源码文件
function [l,L] = lagranp(x,y) %Input : x = [x0 x1 ... xN], y = [y0 y1 ... yN] %Output: l = Lagrange polynomial coefficients of deg…
源码文件
function [n,DD] = newtonp(x,y) %Input : x = [x0 x1 ... xN] % y = [y0 y1 ... yN] %Output: n = Newton polynomial coefficients…
源码文件
function [p,S] = polyfit(x,y,n) %p=polyfit(x,y,k)用k次多项式拟合向量数据(x,y) %p返回多项式的降幂系数.当k>=n-1时,polyfit实现多项式插值. %例如 用二次多项式拟合数据 % …
源码文件
/* | | Copyright disclaimer: | This software was developed at the National Institute of Standards | and Technology by empl…
源码文件
/* | | Copyright disclaimer: | This software was developed at the National Institute of Standards | and Technology by empl…
源码文件
/* | | Copyright disclaimer: | This software was developed at the National Institute of Standards | and Technology by empl…