A superfast solver for Sylvester's resultant linear systems generated by a stable and an anti-stable polynomial
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Publication:1874670
DOI10.1016/S0024-3795(02)00595-5zbMath1027.65063MaRDI QIDQ1874670
Publication date: 25 May 2003
Published in: Linear Algebra and its Applications (Search for Journal in Brave)
algorithmcomputational complexityspectral factorizationnumerical experimentscyclic reductionstable polynomialspolynomial computationsdisplacement theorySylvester's resultant matrices
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- Power series remainder sequences and Padé fractions over an integral domain
- Inertia characteristics of self-adjoint matrix polynomials
- Lyapunov equations for companion matrices
- Fast fraction-free triangularization of Bézoutians with applications to sub-resultant chain computation
- Displacement ranks of matrices and linear equations
- Introduction to large truncated Toeplitz matrices
- Computations with infinite Toeplitz matrices and polynomials
- Improved cyclic reduction for solving queueing problems
- Spectral fractorization of Laurent polynomials
- Variations on computing reciprocals of power series
- Fast computation of contour integrals of rational functions
- A Newton-Raphson method for moving-average spectral factorization using the Euclid algorithm
- The Euclid algorithm and the fast computation of cross-covariance and autocovariance sequences
- Efficient implementation of wilson's algorithm for factorizing a self-reciprocal polynomial
- Effective Methods for Solving Banded Toeplitz Systems
- The roles of Sylvester and Bezoutian matrices in the historical study of stability of linear discrete-time systems
- Subresultants and Reduced Polynomial Remainder Sequences
- Factorization of the Covariance Generating Function of a Pure Moving Average Process
- On Direct Methods for Solving Poisson’s Equations
- On Euclid's Algorithm and the Theory of Subresultants
- Computing a Hurwitz factorization of a polynomial
- Factorization of analytic functions by means of Koenig's theorem and Toeplitz computations
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