Imre Fekete

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Citations	73	50
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Istvan FaragoProfessor of Applied MathematicsVerified email at cs.elte.hu
Gustaf SoderlindProfessor emeritus of Numerical AnalysisVerified email at na.lu.se
Sidafa CondeUniversity of Massachusetts DartmouthVerified email at umassd.edu
John N. ShadidSandia National Labs, Computational Mathematics Dept.; Univ. of New Mexico, Mathematics Dept.Verified email at sandia.gov
M. E. MincsovicsBudapest University of Technology and Economics, Department of Differential EquationsVerified email at math.bme.hu
Carmen ArevaloLund UniversityVerified email at maths.lth.se
Lajos LócziELTE Dept. of Num. Anal., BME Dept. of Diff. Eq., KAUST CEMSEVerified email at inf.elte.hu
Petra CsomósAssistant Professor, Institute of Mathematics, ELTE Eötvös Loránd UniversityVerified email at ttk.elte.hu
David KetchesonProfessor of applied mathematics, KAUSTVerified email at kaust.edu.sa
Zahari ZlatevDepartment of Environmental Study, Aarhus UniversityVerified email at envs.au.dk
Pasqua D'AmbraInstitute for Applied Computing (IAC), CNRVerified email at cnr.it

Imre Fekete

Assistant Professor of Numerical Analysis, Eötvös Loránd University

Verified email at ttk.elte.hu - Homepage

Numerical Analysis Scientific Computing ODEs and PDEs


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Embedded pairs for optimal explicit strong stability preserving Runge–Kutta methods I Fekete, S Conde, JN Shadid J. Comput. Appl. Math. 412 (114325), 2022	15*	2022
Local error estimation and step size control in adaptive linear multistep methods C Arévalo, G Söderlind, Y Hadjimichael, I Fekete Numerical Algorithms 86, 537–563, 2021	14	2021
On the zero-stability of multistep methods on smooth nonuniform grids G Söderlind, I Fekete, I Faragó BIT Numerical Mathematics 58 (4), 1125-1143, 2018	14	2018
Notes on the basic notions in nonlinear numerical analysis I Faragó, ME Mincsovics, I Fekete Proc. 9th Coll. QTDE 6, 1-22, 2012	14	2012
Stability concepts and their applications I Fekete, I Faragó Computers & Mathematics with Applications 67 (12), 2158-2170, 2014	5	2014
N-stability of the -method for reaction-diffusion problems I Fekete, I Faragó Miskolc Mathematical Notes 15 (2), 447-458, 2014	3	2014
Positivity for convective semi-discretizations I Fekete, DI Ketcheson, L Lóczi Journal of Scientific Computing 74, 244-266, 2018	2	2018
T-stability of general one-step methods for abstract initial-value problems I Faragó, I Fekete The Open Mathematics Journal 6 (1), 2013	2	2013
Some embedded pairs for optimal implicit strong stability preserving Runge–Kutta methods I Fekete, Á Horváth Progress in Industrial Mathematics at ECMI 2018, 359-364, 2019	1	2019
Numerical stability for nonlinear evolution equations P Csomós, I Faragó, I Fekete Computers & Mathematics with Applications 70 (11), 2752–2761, 2015	1	2015
Operator Semigroups for Convergence Analysis P Csomós, I Faragó, I Fekete Finite Difference Methods, Theory and Applications, 38-49, 2015	1	2015
A stability approach for reaction-diffusion problems I Fekete, I Faragó 2013 IEEE 8th International Symposium on Applied Computational Intelligence …, 2013	1	2013
Linear multistep methods and global Richardson extrapolation I Fekete, L Lóczi Applied Mathematics Letters 133, 108267, 2022		2022
Learning the parameters of a differential equation from its trajectory via the adjoint equation I Fekete, A Molnár, PL Simon arXiv preprint arXiv:2206.09054, 2022		2022
Numerical Methods for Advanced Scientific Models:: Editorial Introduction Z Zlatev, P D’Ambra, I Faragó, I Fekete		2018

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