Publications |
| Á. K., Lajos Molnár: On a parametric family of distance measures that include the Bures and Hellinger distances, J. Math. Anal. Appl. 534 (2024), 214-246. |
| Á. K., Péter Bálint: Improved estimates of statistical properties in some non-uniformly hyperbolic dynamical systems, submitted to J. Math. Phys. (2025). |
Theses: |
| Bachelors thesises: Operator monotone and operator convex functions and applications supervisor: József Pitrik |
| TDK thesis: A one parameter extension of the Bures and Hellinger distaces, and trace characterizations supervisor: Lajos Molnár |
| OTDK thesis: A Bures és Hellinger távolság egy paraméteres kiterjesztése és trace karakterizációk supervisor: Lajos Molnár |
| Masters thesis: A one parameter extension of the Bures and Hellinger distaces, and trace characterizations supervisor: Lajos Molnár |
