About me
I am a mathematician working on his PhD at ETH Zürich under the supervision of Manfred Einsiedler.
I finished my Masters at ETH in August 2022 under the supervision of Alessandra Iozzi. My thesis is connected to geometric group theory with the title "Bounded Cohomology of Groups acting on Cantor sets".
My fields of interest are homogeneous dynamics and ergodic theory. Currently, I am interested in effective equidistribution of unipotent flows beyond the horospherical case, that is in spaces of the form $G\ltimes W$ where $G$ is semisimple and $W$ is the unipotent radical.
Previously, I was interested in the equidistribution of 2-dimensional lattices and their corresponding shapes in a 4-dimensional quadratic space.
Other topics I am interested in include:
- quantifying Normal Subgroup Theorem
- measures on real spectrum compactification of character varieties
- K-divergence of lattices
- p-Adic continued fractions