The Princeton Summer School in Geometric Analysis will be held at Princeton University next summer, from June 10 - June 28, for 25 advanced undergraduate and beginning graduate students. The program will consist of eight mini-courses in geometric analysis. Topics will include surface theory, minimal and constant-mean-curvature surfaces, min-max methods, Allen-Cahn equations, zero sets of harmonic functions and eigenfunctions, Sobolev inequalities, problems of prescribing curvatures, holography in conformal geometry, and surface theory in 3D Heisenberg.
Eligibility: Open to currently enrolled undergraduate juniors and seniors and first-year graduate students. Must be U.S. citizen or permanent resident. In the past, we have had international students fund themselves, and we will again consider such applications, space permitting.
For more information, please see the attached flier or email Jill LeClair, Program Coordinator, at email@example.com.
To apply, complete and submit the online application at https://www.mathprograms.org/db/programs/754.