Thursday February 14, 2019 1:00 PM Math Tower 5-127
 | 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 algebro-geometric 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.
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Thursday February 28, 2019 1:00 PM Math Tower 5-127
 | Guillem Cazassus, Indiana
TBATBA
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Thursday March 07, 2019 1:00 PM Math Tower 5-127
 | Yuhan Sun, Stony Brook University
TBATBA
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Thursday March 07, 2019 2:15 PM Math Tower 5-127
 | Nate Bottman, IAS/Princeton
TBATBA
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Thursday March 14, 2019 1:00 PM Math Tower 5-127
 | Weiwei Wu, University of Georgia
TBATBA
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Thursday March 28, 2019 1:00 PM Math Tower 5-127
 | Xiaomeng Xu, MIT
TBATBA
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Thursday April 04, 2019 1:00 PM Math Tower 5-127
 | Yaron Ostrover, Tel Aviv/IAS
TBATBA
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Thursday April 04, 2019 2:15 PM Math Tower 5-127
 | Barney Bramham, Bochum/IAS
TBATBA
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Thursday April 18, 2019 1:00 PM Math Tower 5-127
 | Gergő Pintér, Eotvos Lorand U.
TBATBA
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Thursday April 18, 2019 2:15 PM Math Tower 5-127
 | Zhenkun Li, MIT
TBATBA
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