Polynomial division by convolution -- up to finite terms 1.0

Polynomial division by convolution.Calculate inverse Z-transform -- (Polynomial division) - Up to K terms, q(z) = b(z)/a(z),where b(z)=b(0)+...+b(k)/z^k +...+b(n)/z^n. a(z)=a(0)+...+a(k)/z^k +...+a(m)/z^m. q(z)=q(0)+...+q(k)/z^k +...+q(K)/z^K + ......If coefficients of b(x) and a(x) are all integers, then the entire process may involve integer arithmetric perations only. The round-off errors may therefore be eliminated.This code is similar to the code by Tamer Abdelazim Mellik's"Calculate inverse Z-transform by long division."

Requirements:	No special requirements
Platforms:	Matlab
Keyword:	Arithmetric,  Eliminated,  Errors,  Integer,  Involve,  Perations,  Process,  Quotcalculate,  Roundoff
Users rating:	0/10