Ye He (何晔)
Applied mathematics for modern AI, sampling, and diffusion models.
I am a Hale Visiting Assistant Professor in the School of Mathematics at the Georgia Institute of Technology, hosted by Prof. Molei Tao. Before joining Georgia Tech, I received my Ph.D. in Mathematics from the University of California, Davis, advised by Prof. Krishna Balasubramanian .
My research focuses on the mathematical foundations of artificial intelligence, machine learning, and data science, with an emphasis on scalable inference methods, including sampling, diffusion models, and stochastic optimization.
Starting Fall 2026, I will be joining the Department of Applied Mathematics at the University of Colorado Boulder as a tenure-track Assistant Professor.
Publications
Selected papers in probability, sampling, and diffusion-based generative models.
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Theory-Informed Improvements to Classifier-Free Guidance for Discrete Diffusion ModelsPreprint. Link
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What Exactly Does Guidance Do in Masked Discrete Diffusion ModelsPreprint. Link
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Evaluating the Design Space of Diffusion-based Generative ModelsNeurIPS 2024. Link
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A separation in Heavy-tailed Sampling: Gaussian vs. Stable Oracles for Proximal SamplersNeurIPS 2024. Link
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Zeroth-Order Sampling Methods for Non-Log-Concave Distributions: Alleviating Metastability by Denoting DiffusionNeurIPS 2024. Link
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High-dimensional Scaling Limits and Fluctuations of Online Least-Squares SGD with Smooth CovarianceAnnals of Applied Probability. Link
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Towards a Complete Analysis of Langevin Monte Carlo: Beyond Poincaré InequalityCOLT 2023. Link
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An Analysis of Transformed Unadjusted Langevin Algorithm for Heavy-tailed SamplingIEEE Transactions on Information Theory. Link
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Regularized Stein Variational Gradient FlowFoundations of Computational Mathematics. Link
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Mean-Square Analysis of Discretized Itô Diffusions for Heavy-Tailed SamplingJournal of Machine Learning Research. Link
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On the Ergodicity, Bias and Asymptotic Normality of Randomized Midpoint Sampling MethodNeurIPS 2020. Link
Teaching
Courses I have taught and assisted.
Contact
The best way to reach me is by email.