About Me
I am a Ph.D. student at National Taiwan University, advised by Chee-Chun Leung (梁次震). Before coming to NTU I studied math at the University of Washington.
I study equations of the form $\int_0^\infty e^{-2\pi x^2} \, dx$. I am also interested in the groups \(H_k(\mathcal M_g, \mathbb Q)\) and $\pi_k(\mathrm{Sym}^\infty \mathcal M^\mathrm{trop}_g)$.
Research Interests
- Tropical geometry: curves and Jacobians, Weierstrass points
- Number theory: uniform bounds on rational points, Riemann hypothesis
- Biology: evolution of bats
News
- [Feb. 2020] Seminar talk at NTU graduate student event
- [Feb. 2020] Colloquium talk at Chung Hsing University 中興大學
- [Sept. 2019] Started Ph.D. program at NTU
- [Mar. 2019] Graduated from Univeristy of Washington with bachelors degree.
Publications
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Descartes' rule of signs for finite fieldsin preparation
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Adv Appl Math
Notes and Presentations
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Ricci curvature on graphs ​, JMM San Francisco ​, January 2024
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Matchings in convergent graph sequences ​, March 2017
Teaching
I have experience teaching the fundamental theorem of calculus \[ \int_a^b f’(x) \, dx = f(b) - f(a) .\] This is related to the isomorphism $\mathrm{Pic}^0(X) \cong H^0(X, \Omega^1)^\vee / H_1(X, \mathbb Z)$ when $X$ is an algebraic curve.
University of Washington
Service
Organizer
- Student Combinatorics Seminar, University of Washington
- Directed Reading Program
Journal Reviewer
- INTEGERS
- Electronic Journal of Combinatorics
- Taiwanese J. Math.
- Inventiones
Misc. Links
Other template features:
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- Markdown for a math quote:
God is always doing geometry
– Plato
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