I am a postdoctoral researcher in mathematics with ETH Zürich and UniDistance Suisse, based at the Department of Mathematics, ETH Zürich.
I work with David Loeffler (UniDistance Suisse) and Sarah Zerbes (ETH Zürich). I received my Ph.D. in Mathematics from the University of Connecticut in 2025 under the supervision of Liang Xiao.
My research interests include number theory, automorphic forms and arithmetic geometry.
I am currently on the job market for positions beginning in Fall 2027.
Research
My research interests include number theory, automorphic forms and arithmetic geometry. More specifically, I work on the following topics and their interactions: Beilinson's conjectures, Euler systems, the Kudla program, and the relative Langlands program.
Selected Paper
Professional Profile
Teaching and mentoring
At the University of Connecticut, I served as a teaching assistant for Mathematics for Business and Economics, Multivariable Calculus, and Calculus II. I have also assisted Linear Algebra I and Number Theory at UniDistance Suisse, advanced summer-school courses in algebraic geometry, algebraic number theory, and representation theory, and thesis mentoring at ETH Zürich.
Invited talks
Recent invited talks include seminars at Columbia University, UC Berkeley, Caltech, UCLA, the University of Wisconsin–Madison, and Purdue University, as well as talks at the Joint Mathematics Meetings and the ETHZ–UZh–Sbg Arithmetic and Geometry Research Group.
Upcoming and Recent
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UC Berkeley — RTG Arithmetic Geometry and Number Theory Seminar
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Caltech — Number Theory Seminar
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UCLA — Number Theory Seminar