Articles with public access mandates - Zahari ZlatevLearn more
Not available anywhere: 6
absolute stability and implementation of the two-times repeated richardson extrapolation together with explicit Runge-Kutta methods
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
International Conference on Finite Difference Methods, 678-686, 2018
Mandates: Hungarian Scientific Research Fund
Large-scale air pollution modeling in Europe under different climatic scenarios
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
International Journal of Big Data Mining for Global Warming 1 (02), 1950009, 2019
Mandates: US National Science Foundation, Hungarian Scientific Research Fund, National …
Stability properties of repeated Richardson extrapolation applied together with some implicit Runge-Kutta methods
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
International Conference on Finite Difference Methods, 114-125, 2018
Mandates: Hungarian Scientific Research Fund
Impact of Climatic Changes on Pollution Levels
Z Zlatev, I Faragó, Á Havasi
Mathematical Problems in Meteorological Modelling, 129-161, 2016
Mandates: Hungarian Scientific Research Fund
Studying the Influence of Climate Changes on European Ozone Levels
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
Large-Scale Scientific Computing: 12th International Conference, LSSC 2019 …, 2020
Mandates: National Office for Research, Development and Innovation, Hungary
On Some Stability Properties of the Richardson Extrapolation Applied Together with the θ-Method
Z Zlatev, I Faragó, Á Havasi
Large-Scale Scientific Computing: 7th International Conference, LSSC 2009 …, 2010
Mandates: Hungarian Scientific Research Fund
Available somewhere: 8
Efficient implementation of stable Richardson extrapolation algorithms
I Faragó, Á Havasi, Z Zlatev
Computers & Mathematics with Applications 60 (8), 2309-2325, 2010
Mandates: Hungarian Scientific Research Fund
Stability of the Richardson extrapolation applied together with the θ-method
Z Zlatev, I Faragó, Á Havasi
Journal of Computational and Applied Mathematics 235 (2), 507-517, 2010
Mandates: Hungarian Scientific Research Fund
Stability of the Richardson Extrapolation combined with some implicit Runge–Kutta methods
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
Journal of Computational and Applied Mathematics 310, 224-240, 2017
Mandates: Hungarian Scientific Research Fund
Explicit Runge–Kutta methods combined with advanced versions of the Richardson extrapolation
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
Computational Methods in Applied Mathematics 20 (4), 739-762, 2020
Mandates: Hungarian Scientific Research Fund, National Office for Research …
Efficient implementation of advanced Richardson Extrapolation in an atmospheric chemical scheme
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
Journal of Mathematical Chemistry, 1-20, 2022
Mandates: National Office for Research, Development and Innovation, Hungary
Running an atmospheric chemistry scheme from a large air pollution model by using advanced versions of the Richardson extrapolation
Z Zlatev, I Dimov, I Faragó, K Georgiev, Á Havasi
International Conference on Large-Scale Scientific Computing, 188-197, 2021
Mandates: Hungarian Scientific Research Fund, National Office for Research …
Application of Richardson extrapolation with the Crank-Nicolson scheme for multi-dimensional advection
Z Zlatev, I Dimov, I Faragó, K Georgiev, A Havasi, T Ostromsky
Applications of Mathematics 2013, 248-256, 2013
Mandates: Hungarian Scientific Research Fund
Advanced algorithms for studying the impact of climate changes on ozone levels in the atmosphere
Z Zlatev, I Dimov, I Farago, K Georgiev, Á Havasi
International Journal of Environment and Pollution 66 (1-3), 212-238, 2019
Mandates: Hungarian Scientific Research Fund
Publication and funding information is determined automatically by a computer program