Office: 845 Evans Hall

Email: yonah_borns-weil@berkeley.edu

I'm a fifth-year math Ph.D. student at University of California, Berkeley. I study spectral theory and mathematical quantum mechanics. My advisor is Maciej Zworski.

Before coming to Berkeley, I was an undergrad at Massachusetts Institute of Technology, where I was on the board of directors of DynaMIT, and taught several classes for the Educational Studies Program.

When I'm not doing math, I enjoy calisthenics, skiing, international cooking, watching football, and traveling.

- Particle trajectories for quantum maps (with Izak Oltman),
*Submitted* - Uniform observable error bounds of Trotter formulae for the
semiclassical SchrÃ¶dinger equation (with Di Fang),
*Submitted* - The Spectrum of an Almost Maximally Open Quantized Cat Map,
*Submitted* - Dynamical Zeta Functions in the Nonorientable Case (with Shu Shen),
*Nonlinearity*34.10 (2021): 7322

- Quantitative Convergence of Semiclassical Particle Trajectories, Harmonic Analysis and Differential Equations Seminar (HADES), UC Berkeley, September 2022
- Dynamics of a Maximally Open Quantized Cat Map, Harmonic Analysis and Differential Equations Seminar (HADES), UC Berkeley, February 2022
- Ruelle Zeta Function for Anosov Flows, Harmonic Analysis and Differential Equations Seminar (HADES), UC Berkeley, April 2020

- Fractal Weyl Laws for Scattering Resonances, Harmonic Analysis and Differential Equations Seminar (HADES), UC Berkeley, October 2020

- In fall 2021 and spring 2022, I organized the Harmonic Analysis and Differential Equations Seminar (HADES).
- In summer 2021, I organized a virtual Fourier Integral Operators Learning Seminar.
- In summer 2020, I organized a virtual Scattering Theory Learning Seminar.

- Fall 2022: Math 54 (Linear Algebra)
- Fall 2021: Math 55 (Discrete Mathematics)
- Fall 2020: Math 54 (Linear Algebra)
- Spring 2020: Math 53 (Multivariable Calculus)
- Fall 2019: Math 54 (Linear Algebra)
- Spring 2019: Math 32 (Precalculus)
- Fall 2018: Math 32 (Precalculus)
- Spring 2018: 18.100B (Honors Real Analysis)