源码文件
function p = polyadd(a,b,m) % add the polynomials p=a+b modulo m % The polynomials are represented with the HIGHEST coefficient fi…
Polynomials 源代码
探索多项式（Polynomials）在电子工程中的广泛应用，从信号处理到控制系统设计，掌握这一基础数学工具对于优化算法性能至关重要。本页面汇集了10个精选资源，涵盖理论分析与实践应用案例，帮助您深入理解如何利用多项式解决实际问题，提升系统稳定性与效率。无论是初学者还是经验丰富的工…
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源码文件
// gcd.cc --- Implement a gcd algorithm for a general // polynomial type. Also, implement a gcd for polynomials with real // coef…
源码文件
function p = polysub(a,b) % subtract the polynomials p=a-b % The polynomials are represented with the HIGHEST coefficient first % …
源码文件
function p = polysub(a,b,m) % subtract the polynomials p=a-b modulo m % The polynomials are represented with the HIGHEST coefficie…
源码文件
% Explicitly compute a set of Krawtchouk polynomials % Todd K. Moon, Sept 2, 2004 % Copyright 2004 by Todd K. Moon % Permission i…
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echo on; clc; %--------------------------------------------------------------------------- %A4_3 MATLAB script file for implem…
源码文件
function z = tp(A,B,t,m) %--------------------------------------------------------------------------- %TP Evaluates the trigono…
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function [A,B] = tpcoeff(X,Y,m) %--------------------------------------------------------------------------- %TPCOEFF Construc…
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function index = minwdegree(G,J,a,b) % index = minlex(G,J,m) % % Find minimum polynomial with respect to (a,b) weighted degree. %…
源码文件
#include using namespace std; #include "poly.h" // simple demo of polynomials int main() { Poly p1, p2, p3; …