This summer school aims at providing graduate students and advanced undergraduate students tutorials in various advanced topics in symplectic geometry and introductions to recent developments. This year we focus on, but are not restricted to, the foundational aspects, including the theory of global Kuranishi charts, integer-valued curve-counting invariants, Hamiltonian dynamics, and contact topology.

Invited Speakers:

• Erkao Bao (University of Minnesota)

• Dan Cristofaro-Gardiner (University of Maryland)

• Kristen Hendricks (Rutgers University)

• Thomas Massoni (MIT)

• Mark McLean (Stony Brook)

• Vardan Oganesyan (University of California, Santa Cruz)

• John Pardon (Simons Center for Geometry and Physics)

• Alex Pieloch (MIT)

• Daniel Pomerleano (University of Massachusetts, Boston)

• Rohil Prasad (University of California, Berkeley)

• Mohan Swaminathan (Stanford)

• Michael Usher (University of Georgia)

• Luya Wang (Stanford)

Minicourses:

1. Global Kuranishi Charts

Instructor: Mohan Swaminathan (Stanford)

2. Introduction to Contact Homology

Instructor: Erkao Bao (University of Minnesota)

3. Quantitative Symplectic Geometry

Instructor: Mike Usher (University of Georgia)

Organizers: 

Guangbo Xu (Rutgers University)

Shaoyun Bai (Columbia University/MIT)

Partially supported by the National Science Foundation award DMS-2345030, Rutgers University, and MIT.