Annie Cuyt

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Wen-shin LeeUniversity of StirlingVerified email at stir.ac.uk
Oliver Salazar CelisDepartment of Mathematics and Computer Science, University of Antwerp, BelgiumVerified email at uantwerpen.be
Kathy DriverUniversity of Cape TownVerified email at uct.ac.za
D.S. LubinskyVerified email at math.gatech.edu
Dirk de VilliersStellenbosch UniversityVerified email at sun.ac.za
B. Ali IBRAHIMOGLU, Ph.D.Department of Mathematical Engineering, Yildiz Technical UniversityVerified email at yildiz.edu.tr
Romain PacanowskiCNRS (LP2N)Verified email at inria.fr
Christophe SchlickLaBRIVerified email at labri.fr
Pierre PoulinProfessor, Dept. I.R.O., Universite de MontrealVerified email at iro.umontreal.ca
Xavier GranierInstitut d'Optique Graduate School/LP2NVerified email at institutoptique.fr
Adhemar BultheelComputer Science, KU LeuvenVerified email at cs.kuleuven.be
Maryna LukachNational Centre for Atmospheric ScienceVerified email at ncas.ac.uk
Gerlind PlonkaProfessor for Applied Mathematics, University of GoettingenVerified email at math.uni-goettingen.de
Peyman MilanfarDistinguished Scientist, GoogleVerified email at google.com
Tom DhaeneGhent University - imecVerified email at ugent.be
Dirk DeschrijverGhent University - imecVerified email at ugent.be
Ramón Angel Orive RodríguezProfesor de Matemáticas (ULL)Verified email at ull.es
Wolfram LutherSenior Professor of Computer Science, University of Duisburg-EssenVerified email at uni-due.de
Chris BlondiaUniversity of Antwerp - imecVerified email at idlab.uantwerpen.be
Francois PeetersProfessor of Physics, University of AntwerpVerified email at uantwerpen.be

Annie Cuyt

Universiteit Antwerpen

Verified email at uantwerpen.be - Homepage

Computational mathematics


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
Handbook of continued fractions for special functions AAM Cuyt, V Petersen, B Verdonk, H Waadeland, WB Jones Springer Science & Business Media, 2008	621	2008
Nonlinear methods in numerical analysis A Cuyt, L Wuytack Elsevier, 1987	217	1987
Padé approximants for operators: theory and applications A Cuyt Springer, 2006	109*	2006
How well can the concept of Padé approximant be generalized to the multivariate case? A Cuyt Journal of Computational and Applied Mathematics 105 (1-2), 25-50, 1999	92	1999
Multivariate rationale Interpolation AAM Cuyt, BM Verdonk Computing 34, 41-61, 1985	87	1985
A review of branched continued fraction theory for the construction of multivariate rational approximants AAM Cuyt, BM Verdonk Applied numerical mathematics 4 (2-4), 263-271, 1988	68	1988
Multivariate padé-approximants AAM Cuyt Journal of mathematical analysis and applications 96 (1), 283-293, 1983	62	1983
Sparse interpolation of multivariate rational functions A Cuyt, W Lee Theoretical Computer Science 412 (16), 1445-1456, 2011	56	2011
Rational brdf R Pacanowski, OS Celis, C Schlick, X Granier, P Poulin, A Cuyt IEEE transactions on visualization and computer graphics 18 (11), 1824-1835, 2012	53	2012
A remarkable example of catastrophic cancellation unraveled A Cuyt, B Verdonk, S Becuwe, P Kuterna Computing 66, 309-320, 2001	51	2001
Computational implementation of the multivariate Halley method for solving nonlinear systems of equations AAM Cuyt, LB Rall ACM Transactions on Mathematical Software (TOMS) 11 (1), 20-36, 1985	51	1985
General order Newton-Padé approximants for multivariate functions AAM Cuyt, BM Verdonk Numerische Mathematik 43, 293-307, 1984	48	1984
The ɛ-algorithm and multivariate Padé-approximants AAM Cuyt Numerische Mathematik 40 (1), 39-46, 1982	48	1982
Multivariate reciprocal differences for branched Thiele continued fraction expansions. A Cuyt, B Verdonk Journal of Computational and Applied Mathematics 21 (2), 145-160, 1988	47	1988
A review of multivariate Padé approximation theory AAM Cuyt Journal of Computational and Applied Mathematics 12, 221-232, 1985	46	1985
A recursive computation scheme for multivariate rational interpolants A Cuyt SIAM journal on numerical analysis 24 (1), 228-239, 1987	45	1987
Multivariate exponential analysis from the minimal number of samples A Cuyt, W Lee Advances in Computational Mathematics 44, 987-1002, 2018	44	2018
Multivariate Padé approximants revisited A Cuyt BIT Numerical Mathematics 26, 71-79, 1986	44	1986
Rational approximation of vertical segments O Salazar Celis, A Cuyt, B Verdonk Numerical algorithms 45, 375-388, 2007	38	2007
A new algorithm for sparse interpolation of multivariate polynomials A Cuyt, W Lee Theoretical Computer Science 409 (2), 180-185, 2008	36	2008

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