a student in Paris

Yuzhou Joey Zou (邹雨舟)

Boas Assistant Professor, Department of Mathematics,
Northwestern University

I am a Boas Assistant Professor at Northwestern University working with Jared Wunsch. I am interested in microlocal analysis, inverse problems, and PDE.

I am on the job market for tenure-track positions this year.

Previously (from 2021-2022) I was a postdoc at UC Santa Cruz working with François Monard.

I obtained my Ph.D. in August 2021 from Stanford University under the supervision of András Vasy.

Here is my CV.

Email me at: yuzhou.zou northwestern edu (insert punctuation as needed)

Teaching

I have no teaching duties in Fall 2024.

Previous teaching

Papers

  1. Asymptotic Expansion of the Eigenvalues of a Bathtub Potential with Quadratic Ends.

    Preprint, 2024.

  2. The hyperbolic X-ray transform: new range characterizations, mapping properties and functional relations, joint with Nikolas Eptaminitakis and François Monard.

    Preprint, 2024.

  3. Helmholtz quasi-resonances are unstable under most single-signed perturbations of the wave speed, joint with Euan A. Spence and Jared Wunsch.

    Preprint, 2024.

  4. The Morse index theorem for mechanical systems with reflections, joint with Jared Wunsch and Mengxuan Yang.

    Nonlinearity, Vol. 37, no. 8. 2024. DOI: 10.1088/1361-6544/ad5636.

  5. Boundary triples for a family of degenerate elliptic operators of Keldysh type, joint with François Monard.

    Pure and Applied Analysis, Vol. 6, no. 2, 541-580. 2024. DOI: 10.2140/paa.2024.6.541.

  6. The C-isomorphism property for a class of singularly-weighted X-ray transforms, joint with Rohit Kumar Mishra and François Monard.

    Inverse Problems, Vol. 39, no. 2. 2023. DOI: 10.1088/1361-6420/aca8cb.

  7. Microlocal Methods for The Elastic Travel Time Tomography Problem for Transversely Isotropic Media.

    Submitted for publication, 2021.

  8. Streak artifacts from non-convex metal objects in X-ray tomography, joint with Yiran Wang.

    Pure and Applied Analysis, Vol. 3, no. 2, 295-318. 2021. DOI: 10.2140/paa.2021.3.295.

  9. Partial Global Recovery in the Elastic Travel Time Tomography Problem for Transversely Isotropic Media.

    Annales de l'Institut Fourier, Vol. 74, no. 5, 2077-2139. 2024. DOI:10.5802/aif.3617.

Upcoming conferences/workshops/travel

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