Nonlinear PDEs Summer School

at UC Berkeley

June 12th, 2024 - June 14th, 2024

This summer school will be focused on the long term behavior and singularity formation for nonlinear PDEs arising from mathematical physics. It will consist of

  • three 3-hour mini-courses, and
  • several short contributed talks (lightning talks) by selected participants.

Mini-Courses by:


Graduate students and postdocs working in the areas of partial differential equations and mathematical physics are strongly encouraged to apply.

  • Accepted participants will be given free accommodation and travel reimbursement of up to $600.
  • Applications require a CV and a brief statement of purpose. All applications received by April 26nd, 2024 will receive full consideration.
  • Applicants will be notified about financial support by May 10, 2024.
To apply, click here.

Organizer and Support:

This summer school is organized by Sung-Jin Oh (UC Berkeley). Support is provided by UC Berkeley and by the National Science Foundation.


Please contact Sung-Jin Oh for any questions about the summer school.

  • Sung-Jin Oh: Long time behavior of waves on asymptotically flat spacetimes: Uniform decay and late time tail.

    Abstract: TBA

  • Federico Pasqualotto: Topics in incompressible fluids: instabilities and singularity formation

    Abstract: TBA

  • Kihyun Kim: On long time dynamics for the self-dual Chern-Simons-Schrödinger equation within equivariant symmetry: rigidity of blow-up and rotational instability

    Abstract: TBA

To be announced.

To be announced.

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