Last modified on Oct 6, 2026
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I am currently a Postdoctoral Research/Teaching Fellow at Emory. I am on the tenure-track job market as of Fall 2026. I was an Assistant Professor (RTPC) at University of Southern California (2024-2026) and a Postdoctoral Research Fellow at the University of British Columbia (2022-2024). I received my PhD at the Department of Mathematics at the University of Michigan–Ann Arbor in Apr 2022. My thesis advisor is Michael Zieve and my co-advisor is Jeffrey Lagarias. I am interested in the interface of algebraic geometry, number theory and combinatorics. Among other things, I have worked on arithmetic statistics, moduli spaces, discrete random matrix theory, partitions, random permutations, Diophantine equations and arithmetic dynamics. Here are my CV and my research statement. |
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Preprints and Publications |
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Thesis |
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Topics on Polynomial Equations in Noncommutative Rings and Motivic Aspects of Moduli Spaces. thesis pdf, defense slides, defense video on Youtube A thesis template (Rackham 2022) based on a Rackham 2021 template developed by Angus Chung and Eamon Quinlan-Gallego, with updates according to the changes of requirements of the Rackham Graduate School in 2022. |
Teaching |
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At Emory, I am currently (Fall 2026) teaching Linear Algebra (MATH 221). At USC, I have taught Calculus (MATH 118), Linear Algebra and Linear Differential Equations (MATH 225), Number Theory (MATH 430), and Applied Combinatorics (MATH 432). At UBC, I previously taught Differential and Integral Calculus (MATH 100, 101), Linear Algebra (MATH 221), and Multivariable Calculus (MATH 200). At the University of Michigan, I previously taught MATH 105: Data, Functions and Graphs, MATH 115: Calculus I, MATH 116: Calculus II and EECS 203: Discrete Mathematics. |
Mentoring |
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Organizing |
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Outreach |
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Invited Talks (upcoming and past) |
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Contributed Talks to local seminars |
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Useful Links: