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% Program: c5_yw.m % Software given here is to accompany the textbook: W.H. Tranter, % K.S. Shanmugan, T.S. Rappaport, and K.S.…
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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% Plot Chebyshev polynomials % Copyright 1999 by Todd K. Moon t = -1:.01:1; T0 = ones(size(t)); T1 = t; T2 = 2*t.^2 - 1; T…
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% Plot legendre polynomials % Copyright 1999 by Todd K. Moon t = -1:.01:1; P0 = ones(size(t)); P1 = t; P2 = 0.5*(3*t.^2 - 1…
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function p = polyadd(a,b) % % Add the polynomials p=a+b % % function p = polyadd(a,b) % % a,b = polynomial % % p = polyno…
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function p = polymult(a,b) % % Multipoly the polynomials p=a*b % % function p = polymult(a,b) % % a,b = polynomials % % p…
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function gamma = crtgammapoly(m) % % Compute the gammas for the CRT for polynomials % % function gamma = crtgammapoly(m) % …
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function p = polysub(a,b) % % Subtract the polynomials p=a-b % % a,b = polynomials % % p = difference % Copyright 1999 b…
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% % Demonstrate Polynomial Interpolation % disp(' Compute interpolation polynomial using three methods') disp(' and compare the…
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% Chapter 2: Figure 2.41, p. 83 % Using conv and polyval to multiply and evaluate % the polynomials (3 s^2 + 2 s + 1 ) ( s +…
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function [g,s,t] = gcdpoly(b,c,thresh) % % Compute the GCD g = (b,c) using the Euclidean algorithm % and return s,t such that …