Abstract

    Open Access Research Article Article ID: AMP-5-165

    A simple algorithm for GCD of polynomials

    Pasquale Nardone* and Giorgio Sonnino

    Based on the Bezout approach we propose a simple algorithm to determine the gcd of two polynomials that don't need division, like the Euclidean algorithm, or determinant calculations, like the Sylvester matrix algorithm. The algorithm needs only n steps for polynomials of degree n. Formal manipulations give the discriminant or the resultant for any degree without needing division or determinant calculation. 

    Keywords:

    Published on: Dec 23, 2022 Pages: 193-195

    Full Text PDF Full Text HTML DOI: 10.17352/amp.000065
    CrossMark Publons Harvard Library HOLLIS Search IT Semantic Scholar Get Citation Base Search Scilit OAI-PMH ResearchGate Academic Microsoft GrowKudos Universite de Paris UW Libraries SJSU King Library SJSU King Library NUS Library McGill DET KGL BIBLiOTEK JCU Discovery Universidad De Lima WorldCat VU on WorldCat

    Indexing/Archiving

    Global Views

    Case Reports

    Peertechz Tweets

    Pinterest on AMP

    Google Reviews 11