Gianni Codevico

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All published works

Action	Title	Year	Authors
+	Semiseparable Matrices and the Symmetric Eigenvalue Problem	2008	Marc Van Barel Raf Vandebril Gianni Codevico Ellen Van Camp Steven Delvaux Nicola Mastronardi
+	A superfast solver for real symmetric Toeplitz systems using real trigonometric transformations	2005	Gianni Codevico G Heinig Marc Van Barel
+	Superfast split algorithms for real symmetric Toeplitz systems	2005	G Heinig Gianni Codevico Marc Van Barel
+	Newton-Like Iteration Based on a Cubic Polynomial for Structured Matrices	2004	Gianni Codevico Victor Y. Pan Marc Van Barel
+	The least squares compression policy for Newton-like iteration of structured matrices	2004	Gianni Codevico Victor Y. Pan Marc Van Barel Xinmao Wang Ai-Long Zheng
+	A superfast solver for real symmetric Toeplitz systems using real trigonometric transformations	2004	Gianni Codevico G Heinig Marc Van Barel
+	A new superfast solver for real centro-symmetric Toeplitz-plus-Hankel systems using real trigonometric transformations	2004	Gianni Codevico Marc Van Barel G Heinig
+	Recursive and/or iterative refinement for a superfast solver for real symmetric Toeplitz systems based on real trigonometric transformations	2004	Marc Van Barel Gianni Codevico G Heinig
+	Newton-like iteration for general and structured matrices	2003	Gianni Codevico Victor Y. Pan Marc Van Barel Xinmao Wang Ai-Long Zheng
+	None	2003	Dario A. Bini Gianni Codevico Marc Van Barel
+	A new superfast direct method for solving centrosymmetric Toeplitz-plus-Hankel systems	2003	Gianni Codevico Marc Van Barel G Heinig
+	An adaptation of the Newton iteration method to solve symmetric positive definite Toeplitz systems	2002	Marc Van Barel Gianni Codevico
+	A fast iterative method to solve symmetric positive definite Toeplitz systems	2002	Marc Van Barel Gianni Codevico
+	Newton's iterations for structured matrices	2002	Gianni Codevico Marc Van Barel

Common Coauthors

Coauthor	Papers Together
Marc Van Barel	14
G Heinig	6
Victor Y. Pan	3
Xinmao Wang	2
Ai-Long Zheng	2
Ellen Van Camp	1
Dario A. Bini	1
Nicola Mastronardi	1
Raf Vandebril	1
Steven Delvaux	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Displacement ranks of matrices and linear equations	1979	T. Kailath Sun‐Yuan Kung M. Morf	4
+	Displacement Structure: Theory and Applications	1995	T. Kailath Ali H. Sayed	4
+	Algebraic Methods for Toeplitz-like Matrices and Operators	1984	Georg Heinig Karla Rost	4
+	None	2003	Dario A. Bini Gianni Codevico Marc Van Barel	3
+	Inverses of Toeplitz Operators, Innovations, and Orthogonal Polynomials	1978	T. Kailath A. Vieira M. Morf	3
+ PDF Chat	A note on an iterative method for generalized inversion of matrices	1966	Adi Ben-Israel	3
+ PDF Chat	Fast Reliable Algorithms for Matrices with Structure	1999	T. Kailath Ali H. Sayed	3
+	On the Numerical Properties of an Iterative Method for Computing the Moore–Penrose Generalized Inverse	1974	Torsten Söderström G. W. Stewart	2
+	An adaptation of the Newton iteration method to solve symmetric positive definite Toeplitz systems	2002	Marc Van Barel Gianni Codevico	2
+	Structured Matrices and Polynomials: Unified Superfast Algorithms	2001	Victor Y. Pan	2
+ PDF Chat	Circulants, displacements and decompositions of matrices	1992	Israel Gohberg Vadim Olshevsky	2
+	Inversion of Displacement Operators	2003	Victor Y. Pan Xinmao Wang	2
+	On Iterative Computation of Generalized Inverses and Associated Projections	1966	Adi Ben-Israel Dan Cohen	2
+	A Superfast Toeplitz Solver with Improved Numerical Stability	2003	Michael Stewart	2
+	A Stabilized Superfast Solver for Nonsymmetric Toeplitz Systems	2001	Marc Van Barel Georg Heinig Peter Kravanja	2
+	A stabilized superfast solver for indefinite Hankel systems	1998	Marc Van Barel Peter Kravanja	1
+	Superfast Solution of Real Positive Definite Toeplitz Systems	1988	Gregory S. Ammar William B. Gragg	1
+	Computing Moore-Penrose inverses of Toeplitz matrices by Newton's iteration	2004	Yimin Wei Jian‐Feng Cai Michael K. Ng	1
+	A fast block Hankel solver based on an inversion formula for block Loewner matrices	1996	Peter Kravanja Marc Van Barel	1
+	Chebyshev–Hankel matrices and the splitting approach for centrosymmetric Toeplitz-plus-Hankel matrices	2001	Georg Heinig	1
+	Concurrent iterative algorithm for Toeplitz-like linear systems	1993	Victor Y. Pan	1
+ PDF Chat	A Fast Algorithm for Deblurring Models with Neumann Boundary Conditions	1999	Michael K. Ng Raymond H. Chan Wun-Cheung Tang	1
+	<title>Regularized solution of block-banded block Toeplitz systems</title>	2000	Dario A. Bini A. Farusi Giuseppe Fiorentino Beatrice Meini	1
+	Newton's iteration for structured matrices	1999	Victor Y. Pan Sheryl Branham Rhys Eric Rosholt Ai-Long Zheng	1
+	Signal processing, scattering and operator theory, and numerical methods	1990	M. A. Kaashoek Jan H. van Schuppen André C. M. Ran	1
+	Introduction to Inverse Problems in Imaging	1998	M. Bertero Patrizia Boccacci	1
+	Doubling algorithms for Toeplitz and related equations	2005	M. Morf	1
+ PDF Chat	Approximate displacement rank and applications	2001	Dario A. Bini Beatrice Meini	1
+	A new algorithm for solving Toeplitz systems of equations	1987	Frank de Hoog	1
+ PDF Chat	On computations with dense structured matrices	1990	Victor Y. Pan	1
+	Newton's Iteration for Inversion of Cauchy-Like and Other Structured Matrices	1997	Victor Y. Pan Ai-Long Zheng Xiaohan Huang Olen Dias	1
+	Fast solution of toeplitz systems of equations and computation of Padé approximants	1980	Richard P. Brent Fred G. Gustavson David Y. Y. Yun	1
+ PDF Chat	Conjugate Gradient Methods for Toeplitz Systems	1996	Raymond H. Chan Michael K. Ng	1
+	An Introduction to Numerical Analysis	1990	F. S. Kendall Atkinson	1
+	Decreasing the Displacement Rank of a Matrix	1993	Victor Y. Pan	1
+	Lagrange's formula for tangential interpolation with application to structured matrices	1998	Georg Heinig Fadhel Al‐Musallam	1
+	Chebyshev polynomials of the second, third and fourth kinds in approximation, indefinite integration, and integral transforms	1993	J. C. Mason	1
+	Asymptotically fast solution of toeplitz and related systems of linear equations	1980	Robert R. Bitmead Brian D. O. Anderson	1
+	Nearly optimal computations with structured matrices	2017	Victor Y. Pan Elias Tsigaridas	1