Summer School 2026

Overview

This summer school will feature three weeklong mini-courses led by experts, covering conformally invariant fully nonlinear elliptic equations, Hamilton-Jacobi equations, and incompressible fluids. Participants will also have opportunities to present their work through short talks and poster presentations. The primary goal is to equip graduate students with a strong foundation in key research areas of PDE, foster a sense of community, and encourage future collaborations.

Past Summer Schools

Mini-Course Lecturers

• Yanyan Li (Rutgers University)

Title: Liouville Theorems and Conformally Invariant Fully Nonlinear Equations

• Hung V. Tran (University of Wisconsin–Madison)

Title: Homogenization and Selection Problems for Hamilton-Jacobi equations

• Tarek M. Elgindi (Duke University)

Title: Some Problems Related to Incompressible Fluids

View mini-course abstracts

Registration

Applications are now closed.

Organizers

• Inwon Kim (UCLA)
• Connor Mooney (UC Irvine)
• Yifeng Yu (UC Irvine)

Contact

For questions, please email us at yifengy@uci.edu.