Comparison of Approximate GCD methods for Homogeneous Polynomials (Computer Algebra : Foundations and Applications)

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Other Title
  • 斉次な多変数多項式の近似GCD算法の比較
  • セイジ ナ タヘンスウ タコウシキ ノ キンジ GCD サンポウ ノ ヒカク

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Description

This manuscript describes a comparison of approximate GCD arithmetic methods for homageneous polynomials. In particuler, we treat the EZ-GCD mehthod (polynomias-based lifting method, or it is based on the Hensel lifting) and matrix-based lifting method finding linear equation within polynomials.

Journal

  • RIMS Kokyuroku

    RIMS Kokyuroku 2224 46-53, 2022-06

    京都大学数理解析研究所

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