We give a practical algorithm for optimizing over-parametrized quasi-self-concordant functions to high precision via $\ell_{\infty}$ Lewis weights

We tackle prediction of partially observable systems with a multiscale inference scheme for diffusion models, improving accuracy and stability on solar dynamics without increasing computational cost.

This paper provides the first Wasserstein convergence guarantees for critically damped Langevin diffusions.

The first large-scale multimodal foundation model for astronomy integrating a large number of diverse observational modalities.