Research topics
- Neural solvers for partial differential equations
- Active learning and data-efficient simulation
- Molecular representations and interatomic potentials
For time-dependent PDEs, we design neural solvers and active learning strategies that learn from simulations and select informative training examples.
Selected publications
- Distillation of Foundation Models for Time-dependent PDEs 2026 · NeurIPS
- Geometry Meets Physics: Data-Efficient Pre-Training for Unstructured Neural PDE Solvers 2026 · NeurIPS
- Robust generative transition-state models for unseen chemistry 2026 · Nature Computational Science
- SMART: Scalable Mesh-free Aerodynamic Simulations from Raw Geometries using a Transformer-based Surrogate Model 2026 · ICML
- Performance of Universal Machine-Learned Potentials with Explicit Long-Range Interactions in Biomolecular Simulations 2026 · Journal of Chemical Theory and Computation
- CALM-PDE: Continuous and Adaptive Convolutions for Latent Space Modeling of Time-dependent PDEs 2025 · NeurIPS
- Physics-Informed Weakly-Supervised Learning for Interatomic Potentials 2025 · ICML
- Active Learning for Neural PDE Solvers 2025 · ICLR
- Vectorized Conditional Neural Fields: A Framework for Solving Time-dependent Parametric Partial Differential Equations 2024 · ICML
- PDEBench: An Extensive Benchmark for Scientific Machine Learning 2022 · NeurIPS
Information reviewed 26 September 2026 · University research topic

