Four New Algorithms for Multivariate Polynomial GCD

スポンサーリンク

概要

• 論文の詳細を見る
• 京都大学の論文

著者

• 鈴木 正幸

  理化学研究所情報科学研究室

• 佐々木 建昭

  The Institute of Physical and Chemical Research

• 鈴木 正幸

  The Institute of Physical and Chemical Research

関連論文

• Grobner Basis of a Module over K[x$_1$,...,x$_n$] and Polynomial Solutions of a System of Linear Equations
• GROBNER BASIS OF IDEAL OF CONVERGENT POWER SERIES
• DESIGN OF A GENERAL COMPUTER ALGEBRA SYSTEM
• BY-PRS AND AN EXTENSION OF SUBRESULTANT THEORY
• 4. 数式処理と数値計算の融合による精度保証 (精度保証付き数値計算とその応用)
• PC-PRS GCD算法の改良(数式処理と数学研究への応用)
• On Sturm Sequence with Floating-point Number Coefficients
• Four New Algorithms for Multivariate Polynomial GCD
• ENVIRONMENT PROBLEMS IN FORMULA MANIPULATION SYSTEMS(Computer Algebra and its Applications to Mathematical Studies)
• Formula Database in Computer Algebra System GAL(Algebraic Manipulation for Groups and Differential Equations)

スポンサーリンク