The first week (June 3-7) will be devoted to mini-courses meant to introduce the necessary background material:

• "Generating Functions, Old and New" by Sylvain Courte (Grenoble Alpes)
• "Microlocal Theory of Sheaves" by Stéphane Guillermou (Grenoble Alpes)
• "Introduction to 2-Categories" by André Joyal (UQAM)

The next two weeks (June 10-14 and June 17-21) will be devoted to series of lectures and discussion sessions on the following recent works:

• "Microlocal Category of a Symplectic Manifold" by Dmitry Tamarkin (Northwestern)
• "Wrapped Floer Theory for Liouville Sectors" by Sheel Ganatra (Southern California), John Pardon (Princeton), and Vivek Shende (UC Berkeley)
• "Arboreal Skeleta of Weinstein Manifolds" by David Nadler (UC Berkeley) and Laura Starkston (UC Davis)
• "Floer Theory and Quantization of Exact Lagrangians in Cotangent Bundles" by Claude Viterbo (ENS Paris)