| Pál Burai |
Nonlinear optimization, convex analysis, convexity, functional equations with mean values. |
| Otília Fülöp |
Combinatorial optimization, graph theory. |
| Mihály Hujter |
Graph theory, optimization, geometry, history of mathematics. |
| Krisztina Kiss |
Applications of differential equations in engineering, management science and biology, biomathematics, mathematical analysis of epidemics. |
| Márton Kiss |
Inverse eigenvalue problems, Sturm-Liouville operators. |
| József Kolumbán |
Partial differential equations, fluidmechanics, convex integartion, control theory. |
| Edith Alice Kovács |
Stochastic networks, multivariate statistics, probabilistic graph models, machine learning |
| Mihály Kovács |
Analysis and numerical analysis of stochastic partial differential equations, analysis and and numerical analysis of non-local and fractional differential equations |
| Sándor Kovács |
Qualitative theory of differential equations |
| Lajos Lóczi |
Numerical methods for diferential equations |
| Miklós Mincsovics |
Numerical methods for diferential equations |
| Katalin Nagy |
Non-attractive hyperbolic models |
| Gabriella Svantnerné Sebestyén |
Numerical methods for diferential equations |
| Tamás Szántai |
Stochastic programming |
| Zsolt Szűcs |
Normal algebras and *-algebras: abstract harmonic analysis |
| Bálint Takács |
Analytic and numerical examination of differential equations |
