About
I work on generative modeling for science — building learned priors that help us solve inverse problems governed by partial differential equations, where measurements are scarce and the physics is non-trivial.
I am an incoming Ph.D. student in Statistics & Data Science at Yale University, joining the Lu Group under Prof. Lu Lu. My recent work pairs diffusion-based priors with PDE-constrained optimization for full-waveform inversion, but I’m broadly interested in how generative models change the way we do inference in scientific computing.
Outside of research, my favourite distraction is my cat, 水墨 — a seal-point Siamese who lives back home in China with my family. Yale is too far for a cat, so I have to settle for her photos and my parents’ reports from the field. I don’t have many other hobbies, and I’ve made peace with that.
- diffusion models
- inverse problems
- scientific machine learning
- full waveform inversion
- PDE-constrained optimization
- regularization by denoising
Publications
3 papers-
RED-DiffEq: Regularization by denoising diffusion models for solving inverse PDE problems with application to full waveform inversion
Communications Physics 2026 · Nature Portfolio
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FunDiff
FunDiff: diffusion models over function spaces for physics-informed generative modeling
Nature Communications 2026 · Nature Portfolio
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PiRD
PiRD: Physics-informed Residual Diffusion for Flow Field Reconstruction
Acta Mechanica Sinica 2025 · Springer Nature
Blog & paper explainers
2 posts-
2026 · May
3 min read
my cat
A seal-point Siamese named 水墨, who lives back home in China — and an interactive Siamese you can pet without the long flight.
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2026 · May
10 min read
Teaching a diffusion model to invert the wave equation
A walkthrough of RED-DiffEq: how a denoising diffusion prior, trained once on a single dataset, can regularize seismic full-waveform inversion across very different geological domains.