MORITSUGU Shuichi
- Articles
- Fraction-free Method for Computing Rational Normal Forms of Polynomial Matrices
Moritsugu S.; Kuriyama K.
Johannes Kepler University, RISC-Linz Report Series/(97-18)/pp.1-12, 1997-06 - Fraction-free Method for Computing Rational Normal Forms of Square Matrices
栗山 和子; 森継修一
Transactions of the Japan Society for Industrial and Applied Mathematics/6(3)/pp.253-264, 1996-09 - Exact Computation of Normal Forms of Matrices by Computer Algebra
栗山 和子; 森継修一
Transactions of the Japan Society for Industrial and Applied Mathematics/4(2)/pp.183-194, 1994-06 - Exact Computation of Jordan Normal Forms of Matrices by Computer Algebra
森継修一; 栗山和子
Transactions of the Japan Society for Industrial and Applied Mathematics/2(1)/pp.91-103, 1992-03 - 数式処理による行列のJordan標準形の構成法
栗山和子; 森継修一
Research report of University of Library and Information Science./10(1)/pp.p61-85, 1991-01 - A Note on the Preconditioning for Factorization of Homogeneous Polynominals
Moritsugu S.; Goto E.
ACM SIGSAM Bulletin/23(1)/p.9-12, 1989-01 - A Note on the Numerical Evaluation of Arctangent Function
Moritsugu S.; Matsumoto M.
ACM SIGSAM Bulletin/23(3)/p.8-12, 1989-01 - On radical zero-dimensional Ideals
Kobayashi H.; Moritsugu S.; Hogan R.W.
Journal of Symbolic Computation/8(6)/p.545-552, 1989-01 - Solving Systems of Algebraic Equations
Kobayashi H.; Moritsugu S.; Hogan R.W.
Proc. ISSAC'88 : Lecture Notes in Computer Science/358/p.139-149, 1989-01 - On Solving a System of Algebraic Equations by using Groebner Basis
Moritsugu S.
京都大学数理解析研究所講究録/612/p.25-37, 1987-01 - On the Power Series Solution of a System of Algebraic Equations
Moritsugu S.; Furukawa A.; Kobayashi H.; Sasaki T.
ACM SIGSAM Bulletin/21(4)/p.14-23, 1987-01 - Symbolic Newton Iteration and its Application
Moritsugu S.; Inada N.; Goto E.
The Second RIKEN International Symposium on Symbolic and Algebraic Computation by Computers/p.105-117, 1985-01 - 単因子の計算法
森継修一; 古川昭夫; 小林英恒; 佐々木建昭
京都大学数理解析研究所講究録/551/p.1-14, 1985-01
- Fraction-free Method for Computing Rational Normal Forms of Polynomial Matrices