Research:
(Undergraduate work)
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Universal Height and Width Bounds for Random Trees, with Louigi Addario-Berry, Anna Brandenberger and Celine Kerriou.
Electronic Journal of Probability 27, 1-24.
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The Lattice of Arithmetic Progressions, with Marcel Goh and Jonah Saks.
Australasian Journal of Combinatorics 84, 357-374.
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A Note on the Exact Simulation of a Random Eigenvalue of a GUE Matrix, with Luc Devroye.
(submitted)
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Density Estimation Using Cellular Binary Trees and an Application to Monotone Densities, with Luc Devroye.
chapter in Information Theory, Probability and Statistical Learning: A Festschrift in Honor of Andrew Barron, Ioannis Kontoyiannis, Jason Klusowski, Cynthia Rush eds., Springer, to appear, 2025.
Collaborators: Louigi Addario-Berry, Louis-Pierre Arguin, Anna Brandenberger, Nicola Muca Çirone, Luc Devroye, Marcel Goh, Céline Kerriou, Jonah Saks, Cristopher Salvi.
Presentations:
The Riemann zeta function on short intervals is a branching random walk, Bristol Mathematical Physics Seminar (02/2025)
The Riemann zeta function on short intervals is a branching random walk, Oxford Probability Seminar (02/2025)
Genus expansion in non-linear random matrix theory, XX Brunel-Bielefeld Workshop on Random Matrix Theory and Applications, Brunel University London (poster) (12/2024)
Genus expansion in non-linear settings, Probability and Applications Seminar, Queen Mary University of London (12/2024)
Graph expansions of deep neural networks and their universal scaling limits, Recent developments beyond classical regimes in statistical learning, CIMI Toulouse (11/2024)
A fixed-point approach to non-commutative central limit theorems, Berkeley Probabilistic Operator Algebras Seminar (online) (04/2024)
