## Papers

My papers can also be found on the arXiv, Google Scholar and MathSciNet.**Periodic q-Whittaker and Hall-Littlewood processes**. [arXiv]

with Michael Wheeler, Preprint.**Limit profile for the ASEP with one open boundary**. [arXiv]

with Dominik Schmid, Submitted.**Boundary current fluctuations for the half space ASEP and six vertex model**. [arXiv, code]

Accepted at*Proceedings of the London Mathematical Society*.**Cycles in Mallows random permutations**. [arXiv, journal]

with Tobias Müller and Teun Verstraaten,*Random Structures and Algorithms*(2023).**Shift invariance of half space integrable models**. [arXiv]

Submitted.**Universality for low degree factors of random polynomials over finite fields**. [arXiv, journal]

with Huy Tuan Pham and Max Wenqiang Xu,*International Mathematics Research Notices*(2023).**A central limit theorem for cycles of Mallows permutations**. [arXiv]

Note: this has been merged into this paper, although the proof in this version is slightly different.**Card guessing and the birthday problem for sampling without replacement**. [arXiv, journal]

with Andrea Ottolini,*Annals of Applied Probability*(2023).**Mixing time of fractional random walk on finite fields**. [arXiv, journal]

with Huy Tuan Pham and Max Wenqiang Xu,*Electronic Journal of Probability*(2022).**Markov chains on finite fields with deterministic jumps**. [arXiv, journal]

*Electronic Journal of Probability*(2022).**The-square-and-add Markov chain**. [arXiv, journal]

with Persi Diaconis and I. Martin Isaacs,*The Mathematical Intelligencer*(2021).**A central limit theorem for descents of a Mallows permutation and its inverse**. [arXiv, journal]

*Annales de l'Institut Henri Poincaré Probabilités et Statistiques*(2022).**Random walk on the symplectic forms over a finite field**. [arXiv, journal]

*Algebraic Combinatorics*(2020).**A characteristic map for the symmetric space of symplectic forms over a finite field**. [arXiv, journal, poster]

*International Mathematics Research Notices*(2022).**A power series identity and Bessel-type integrals over unitary groups**. [arXiv, journal]

*Journal of Mathematical Physics*(2019).**A geometric proof of the L**. [arXiv, journal]^{2}-singular dichotomy for orbital measure on Lie algebras and groups

with Kathryn Hare,*Bollettino dell'Unione Matematica Italiana*(2018).**The absolute continuity of convolution products of orbital measures in exceptional symmetric spaces**. [arXiv, journal]

with Kathryn Hare,*Monatshefte für Mathematik*(2017).**Smoothness of convolution products of orbital measures on rank one compact symmetric spaces**. [arXiv, journal]

with Kathryn Hare,*Bulletin of the Australian Mathematical Society*(2016).