Research talks
Zeros of Littlewood polynomials, Quebec-Vermont Number Theory Seminar, Montréal, Canada, October 12, 2023.
Counting reciprocal Littlewood polynomials with square discriminant, 32èmes Journées Arithmétiques, Nancy, France, July 3, 2023.
Counting reciprocal Littlewood polynomials with square discriminant, Specializations in Number Theory and Algebra, Haifa, Israel, June 27, 2023.
Probabilistic Galois theory: The A_n versus S_n problem (speedtalk), Arithmetic Statistics, Automorphic Forms and Ergodic Methods, Bonn, Germany, April 24, 2023.
Counting reciprocal Littlewood polynomials with square discriminant, DIAMANT symposium, Utrecht, The Netherlands, April 13, 2023.
Littlewood polynomials with square discriminant (online), Oberseminar Algebra & Number Theory, Ulm, Germany, January 20, 2022.
Conferences, schools and other travel
(upcoming) Analytic Number Theory and Arithmetic Statistics, Montréal, Canada, August 26-30, 2024.
Spring School on Zeta functions, dynamics and analytic number theory, Göttingen, Germany, March 18-22, 2024.
MM(P): Mahler Measures of Polynomials, Nijmegen, The Netherlands, October 24-27, 2023.
32èmes Journées Arithmétiques, Nancy, France, July 3-7, 2023.
Specializations in Number Theory and Algebra, Haifa, Israel, June 26-29, 2023.
Arithmetic Statistics, Automorphic Forms and Ergodic Methods, Bonn, Germany, April 24-28, 2023.
In October 2023, Dimitris Koukoulopoulos hosted me at Université de Montréal for a two-week research visit.
In February-March 2023, Lior-Bary Soroker hosted me at Tel Aviv University to work with him and Gady Kozma.
Outreach
In April 2022, I assisted my supervisor Gunther Cornelissen in a one-hour workshop for highschool teachers on Littlewood polynomials at the NWD (National Mathematics Days), for which I created some worksheets in SAGE. Feel free to reach out if you are a highschool teacher interested in some material for highschool students related to complex numbers and zeroes of (Littlewood) polynomials.
In March 2022, Jelle Soons and I wrote a piece (in Dutch) on the Klausmeier model, which simulates vegetation patterns in semi-arid regions. It appeared in the Dutch Journal of Physics -- the full reference is Strepen en stippen op de steppe, Nederlands Tijdschrift voor Natuurkunde 88(3) (2022), 34-37.
In June 2019, I wrote a column on Sofya Kovalevskaya for the European Girls' Mathematical Olympiad (EGMO) 2020, which appeared online here.