Ph.D. Student in mathematics
NEWS: I’m one of the organizers of Permutation Patterns 2019 (Universität Zürich, June 17-21, 2019) and the Pre-Conference Worshop (Universität Zürich, June 13-15, 2019).
I am working at the Institut für Mathematik of the Universität Zürich and I am a member of the Zurich Graduate School in Mathematics. I am mainly interested in Probability theory. I am studying local and scaling limits for random permutations.
My supervisors are Valentin Féray and Mathilde Bouvel.
My recent articles
A decorated tree approach to random permutations in substitution-closed classes (with Mathilde Bouvel, Valentin Féray, and Benedikt Stufler)
We establish a novel bijective encoding that represents permutations as forests of decorated (or enriched) trees. This allows us to prove local convergence of uniform random permutations from substitution-closed classes…
Square permutations are tipically rectangular (with Erik Slivken)
We can think of the records of a permutation (i.e., left-to-right or right-to-left maxima or minima) as the external points of a permutation. The points of a permutation that do…
Local convergence for permutations and local limits for uniform ρ-avoiding permutations with |ρ|=3
We set up a new notion of local convergence for permutations and we prove a characterization in terms of proportions of consecutive pattern occurrences. We also characterize random limiting objects…