Television performances, recorded talks at workshops, conferences and seminars
Fraktálok és káosz - Mi köze a páfránylevélnek a tengerparthoz?, Kutatók éjszakája 2019.
Fraktálok, más dimenziók, Mindenki Akadémiája, MTVA, 2018.
A véletlen kiismerhető kiismerhetetlensége, Intuíció és valóság előadássorozat a Magyar Képzőművészeti Egyetemen, 2018.
Dynamical covering sets on self-similar sets, One World Fractals, 2025.
A simultaneous dimension result via transversality, On the Interface of Geometric Measure Theory and Harmonic Analysis, Banff, Canada, 2024.
Self-affine systems, minicourse at School & Workshop "Dynamics and fractals", IMPAN, Warsaw, 2023. Part 1, Part 2, Part 3, Part 4.
Typical absolute continuity for one-parameter families of dynamically defined measures, Dynamical Systems Seminar, IMPAN, Warsaw, 2021.
Multifractal analysis of weighted Birkhoff averages, Analysis Seminar, Rényi Institute, 2021.
On the convergence rate of the chaos game, Dynamical Systems Seminar at University of Porto, 2021.
Superexponential condensation without exact overlaps, Bar-Ilan Mathematics Colloquium, 2021.
On the multifractal spectrum of weighted Birkhoff averages, St Andrews Analysis Seminar, 2020.
On the Hausdorff dimension of self-affine sets and measures, Winter Meeting of the Canadian Mathematical Society, Session Fractal Geometry, Analysis and Applications, Niagara Falls, Canada, 2016.
Ledrappier-Young formula and exact dimensionality of self-affine measures, Ergodic, Algebraic and Combinatorial Methods in Dimension Theory, ICERM, Providence, USA, 2016.