Neural networks and PDEs

We develop advanced computational methods for solving PDEs with highly irregular solutions, where traditional numerical approaches often fail or become computationally prohibitive. By bridging tools from scientific machine learning, approximation, and complexity theory, we design and analyze energy-efficient solvers optimized for modern hardware, laying the foundations for next-generation PDE solvers.

Research at our chair

General References

Contact

Do you have questions about our research in this area?

Please do not hesitate to contact us directly. Feel free to write an e-mail to Juan-Esteban Suarez Cardona, one of our Post Docs in the field of PDEs.

Inquiries from students are very welcome!