[geometry-ml:03330] MS seminar at Kavli IPMU -- Yu-Wei Fan (Harvard U) -- Tue, May 22, 2018
Todor Milanov
todor.milanov @ ipmu.jp
2018年 4月 27日 (金) 08:45:10 JST
Dear all,
I would like to announce the following Mathematics and String theory seminar at Kavli IPMU
Speaker: Yu-Wei Fan (Harvard U)
Date: Tue, May 22, 2018, 13:15 - 14:45
Place: Seminar Room A
Title: Systoles, Special Lagrangians, and Bridgeland stability conditions
Abstract: Loewner's torus systolic inequality states that the least length of a non-contractible loop (systole) on a torus can not be too large compare to its volume. We attempt to generalize this relation from the viewpoint of Calabi-Yau geometry, which naturally leads to the notions of systole and systolic ratio of Bridgeland stability conditions. We will first recall some relevant backgrounds on mirror symmetry and Bridgeland stability conditions. Then we will study an example of K3 surface, which turns out to be a lattice-theoretic question.
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Todor Eliseev Milanov
Associate Professor
Kavli IPMU, Japan
todor.milanov @ ipmu.jp
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