Date | Jul 03, 2018 |
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Speaker | Nicolo Sibilla |

Dept. | University of Kent |

Room | 129-406 |

Time | 15:00-17:00 |

The Fukaya category of open symplectic manifolds is expected to have good local-to-global properties. Based on this idea several people have developed sheaf-theoretic models for the Fukaya category of punctured Riemann surfaces: the name topological Fukaya category appearing in the title refers to the (equivalent) constructions due to Dyckerhoff-Kapranov, Nadler and Sibilla-Treumann-Zaslow. In this talk I will introduce the topological Fukaya category and explain applications to Homological Mirror Symmetry for 3-dimensional toric LG models . This is joint work with James Pascaleff.

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