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M. E. Mincsovics
M. E. Mincsovics
Budapest University of Technology and Economics, Department of Differential Equations
Verified email at math.bme.hu - Homepage
Title
Cited by
Cited by
Year
Discrete maximum principle for interior penalty discontinuous Galerkin methods
TL Horváth, ME Mincsovics
Central European Journal of Mathematics 11, 664-679, 2013
152013
Notes on the basic notions in nonlinear numerical analysis
I Faragó, ME Mincsovics, I Fekete
Proc. 9th Coll. QTDE 6, 1-22, 2012
142012
Discrete and continuous maximum principles for parabolic and elliptic operators
ME Mincsovics
Journal of computational and applied mathematics 235 (2), 470-477, 2010
122010
Reliable numerical modelling of malaria propagation
I Faragó, ME Mincsovics, R Mosleh
Applications of Mathematics 63 (3), 259-271, 2018
92018
On the differences of the discrete weak and strong maximum principles for elliptic operators
ME Mincsovics, TL Horváth
International Conference on Large-Scale Scientific Computing, 614-621, 2011
92011
Stability of one-step and linear multistep methods-a matrix technique approach
ME Mincsovics
Electronic Journal of Qualitative Theory of Differential Equations 2016 (15 …, 2016
82016
Note on the stability of strongly stable linear multistep methods
ME Mincsovics
AIP Conference Proceedings 1895 (1), 110006, 2017
32017
Discrete maximum principle for finite element parabolic operators
ME Mincsovics
International Conference on Large-Scale Scientific Computing, 604-612, 2009
32009
Spijker’s example and its extension
ME Mincsovics
Finite Difference Methods. Theory and Applications: 7th International …, 2019
22019
Qualitatively correct discretizations in an air pollution model
K Georgiev, M Mincsovics
International Conference on Large-Scale Scientific Computing, 201-208, 2007
22007
Qualitative analysis of the one-step iterative methods and the stochastic matrices
M Mincsovics
Scientific Bulletin of the “Petru Maior” Universiti of Tg. Mures 1, 181-192, 2006
22006
Splitting headache: How well do splitting methods preserve stability?
ME Mincsovics, T Kalmár-Nagy
International Journal of Non-Linear Mechanics 149, 104309, 2023
12023
Discrete C1 convergence of linear multistep methods
ME Mincsovics
Journal of Computational and Applied Mathematics 363, 234-240, 2020
12020
Qualitative analysis of one-step iterative methods and consistent matrix splittings
M Mincsovics
Computers & Mathematics with Applications 55 (10), 2338-2345, 2008
12008
Qualitatively Correct Numerical Methods for the Basic Ross–Macdonald Malaria Model
I Faragó, ME Mincsovics, R Mosleh
European Consortium for Mathematics in Industry, 75-81, 2021
2021
Note on Weakly and Strongly Stable Linear Multistep Methods
ME Mincsovics
Advances in High Performance Computing: Results of the International …, 2021
2021
Reliable Numerical Models and Their Applications
I Faragó, R Horváth, M Mincsovics, R Mosleh, F Dorner
Numerical Methods for Scientific Computations and Advanced Applications …, 2018
2018
Maximum Principles in the Theory of Numerical Methods
ME Mincsovics
http://teo.elte.hu/minosites/ertekezes2014/mincsovics_m.pdf, 2014
2014
One-step iterative methods and their qualitative analysis
M Mincsovics
Miskolc Mathematical Notes 7 (1), 43-52, 2006
2006
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Articles 1–19