Tamás Kurics
Tamás Kurics
Neunos Inc.
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Balabit Mouse Dynamics Challenge Dataset
Á Fülöp, L Kovács, T Kurics, E Windhager-Pokol
Feedback, receptor clustering, and receptor restriction to single cells yield large Turing spaces for ligand-receptor-based Turing models
T Kurics, D Menshykau, D Iber
Physical Review E 90 (2), 022716, 2014
Superlinearly convergent PCG algorithms for some nonsymmetric elliptic systems
J Karátson, T Kurics
Journal of computational and applied mathematics 212 (2), 214-230, 2008
A preconditioned iterative solution scheme for nonlinear parabolic systems arising in air pollution modeling
J Karátson, T Kurics
Mathematical Modelling and Analysis 18 (5), 641-653, 2013
Hospital use among patients with lung cancer complicated by bone metastases and skeletal-related events: a population-based cohort study in Denmark
K Skov Dalgaard, H Gammelager, C Svaerke, T Kurics, K Cetin, ...
Clinical epidemiology, 363-368, 2015
A parallel algorithm for systems of convection-diffusion equations
J Karátson, T Kurics, I Lirkov
Numerical Methods and Applications: 6th International Conference, NMA 2006 …, 2007
Equivalent operator preconditioning for elliptic problems with nonhomogeneous mixed boundary conditions
T Kurics
Journal of computational and applied mathematics 235 (2), 437-449, 2010
Operator preconditioning in Hilbert space
T Kurics
Eötvös Loránd University, 2010
On Superlinear PCG Methods for FDM Discretizations of Convection-Diffusion Equations
J Karátson, T Kurics
International Conference on Numerical Analysis and Its Applications, 345-352, 2008
On the superlinear convergence of PCG algorithms: numerical experiments for convection-diffusion equations
T Kurics
Computers & Mathematics with Applications 55 (10), 2318-2328, 2008
On symmetric part PCG for mixed elliptic problems
T Kurics
Large-Scale Scientific Computing: 5th International Conference, LSSC 2005 …, 2006
Some superlinear PCG methods for discretized elliptic problems
J Karátson, T Kurics
AIP Conference Proceedings 1148 (1), 861-864, 2009
A convergent time discretization scheme for nonlinear parabolic transport systems
J Karátson, T Kurics
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