Thursday February 14, 2019 1:00 PM Math Tower 5127
 Yusuf Barış Kartal, MIT
Distinguishing Liouville domains using categorical dynamicsThis talk is about producing invariants to distinguish Liouville domains via the continuous dynamics on their wrapped Fukaya categories. Namely, given a Weinstein domain $M$ and a compactly supported symplectomorphism $φ$, one can construct a Weinstein domain called \textbf{the open symplectic mapping torus} and denoted by $T_φ$. The contact boundary of this manifold is independent of $φ$ and it is the same as the contact boundary of $T_0\times M$, where $T_0$ is the punctured torus. In this talk, we will show how to distinguish $T_φ$ from $T_0\times M$ via categorical dynamics. This involves the construction of a mirror symmetry inspired algebrogeometric model for the wrapped Fukaya category of $T_φ$ that is related to Tate curve and the (heuristic) use of ``rigid analytic'' dynamics of this model.

Thursday February 28, 2019 1:00 PM Math Tower 5127
 Guillem Cazassus, Indiana
TBATBA

Thursday March 07, 2019 1:00 PM Math Tower 5127
 Yuhan Sun, Stony Brook University
TBATBA

Thursday March 07, 2019 2:15 PM Math Tower 5127
 Nate Bottman, IAS/Princeton
TBATBA

Thursday March 14, 2019 1:00 PM Math Tower 5127
 Weiwei Wu, University of Georgia
TBATBA

Thursday March 28, 2019 1:00 PM Math Tower 5127
 Xiaomeng Xu, MIT
TBATBA

Thursday April 04, 2019 1:00 PM Math Tower 5127
 Yaron Ostrover, Tel Aviv/IAS
TBATBA

Thursday April 04, 2019 2:15 PM Math Tower 5127
 Barney Bramham, Bochum/IAS
TBATBA

Thursday April 18, 2019 1:00 PM Math Tower 5127
 Gergő Pintér, Eotvos Lorand U.
TBATBA

Thursday April 18, 2019 2:15 PM Math Tower 5127
 Zhenkun Li, MIT
TBATBA

