The CMSA will be hosting a fourday Simons Collaboration Workshop on Homological Mirror Symmetry and Hodge Theory on January 1013, 2018. The workshop will be held in room G10 of the CMSA, located at 20 Garden Street, Cambridge, MA.
Please click here to register for this event. We have space for up to 30 registrants on a first come, first serve basis.
Confirmed Participants:
 Mohammed Abouzaid (Columbia University)
 Sergey Barannikov (Paris Diderot University)
 CheolHyun Cho (Seoul National University)
 YoungHoon Kiem (Seoul National University)
 Thomas Lam (University of Michigan)
 SiuCheong Lau (Boston University)
 Radu Laza (Stony Brook University)
 Si Li (Tsinghua University)
 Kaoru Ono (Kyoto University)
 Tony Pantev (University of Pennsylvania)
 Colleen Robles (Duke University)
 Yan Soibelman (Kansas State University)
 Kazushi Ueda (University of Tokyo)
 Chenglong Yu (Harvard University)
 Eric Zaslow (Northwestern University
Wednesday, January 10
Time  Speaker  Title/Abstract 
9:3010:30am  Tony Pantev  
10:30 – 11:00am  Break  
11:00 – 12:00pm  YoungHoon Kiem  
12:00 – 1:45pm  Lunch  
1:45 – 2:45pm  Kaoru Ono  
2:45 – 3:15pm  Tea  
3:15 – 4:15pm  Kazushi Ueda 
Thursday, January 11
Time  Speaker  Title/Abstract 
9:3010:30am  Yan Soibelman 
RiemannHilbert correspondence in dimension one, Fukaya categories and periodic monopoles Abstract: By RHcorrespondence in dimension one I understand not only the classical one for holonomic Dmodules on curves, but also its versions for qdifference and elliptic difference equations. The unifying geometry for all versions is the one of partially compactified symplectic surfaces. Then the RHcorrespondence relates the category of holonomic coherent sheaves on the quantized symplectic surface with an appropriate partially wrapped Fukaya category of that surface. The nonabelian Hogde theory in dimension one deals with twistor families of the parabolic versions of the above categories. In the case of qdifference equations the role of harmonic objects is played by doubly periodic monopoles, while in the case of elliptic difference equations it is played by triply periodic monopoles. Talk is based on the joint project with Maxim Kontsevich.

10:30 – 11:00am  Break  
11:00 – 12:00pm  CheolHyun Cho  
12:00 – 1:45pm  Lunch  
1:45 – 2:45pm  Mohammed Abouzaid  
2:45 – 3:15pm  Tea  
3:15 – 4:15pm  Sui Cheong Lau  Immersed Lagrangians and wallcrossing
Abstract: We find the Floertheoretical gluing between local moduli of Lagrangian immersions, and use it to study wallcrossing for local CalabiYau manifolds. It is a joint work with Cho and Hong. In a joint work with Hong and Kim, we apply the technique to recover the Lie theoretical mirror of Gr(2,n). 
4:15 – 4:30pm  Break  
4:30 – 5:30pm 
Friday, January 12
Time  Speaker  Title/Abstract 
9:3010:30am  Eric Zaslow  
10:30 – 11:00am  Break  
11:00 – 12:00pm  Si Li  
12:00 – 1:45pm  Lunch  
1:45 – 2:45pm  Sergey Barranikov  
2:45 – 3:15pm  Tea  
3:15 – 4:15pm  Thomas Lam  
4:15 – 4:30pm  Break  
4:30 – 5:30pm  Colleen Robles 
Saturday, January 13
Time  Speaker  Title/Abstract 
9:3010:30am  Chenglong Yu  
10:30 – 11:00am  Break  
11:00 – 12:00pm  Radu Laza  
12:00 – 1:45pm  Lunch 