To Japanese version

Date: March 5, 2021〜March 6, 2021
Place: Zoom (Online)
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Program
March 5
10:00〜11:00 Xiaobo Liu (Peking University)
Ancient solutions for mean curvature flow
of isoparametric submanifolds
11:15〜12:15 Xiaobo Liu (Peking University)
Polar foliations in symmetric spaces and
their mean curvature flow
14:00〜14:50 Takashi Sakai (Tokyo Metropolitan Univerity)
Antipodal sets of generalized s-manifolds
15:00〜15:50 Kaname Hashimoto (Osaka City University)
Higher dimensional generalization of
the Chiang Lagrangian submanifolds
and totally complex submanifolds
16:00〜16:50 Mashiro Morimoto (Osaka City University)
Minimal PF submanifolds in Hilbert spaces
with symmetries
17:00〜17:50 Makoto Kimura (Ibaraki University)
Lagrangian submanifolds in complex projective space
and quaternionic Kähler geometry
March 6
10:00〜11:00 Hikaru Yamamoto (Tokyo University of Science)
An introduction to the deformed Hermitian Yang-Mills
(dHYM) connections
11:15〜12:15 Hikaru Yamamoto (Tokyo University of Science)
Line bundle mean curvature flows and
the moduli space of dHYM connections
14:00〜14:50 Akifumi Ochiai (Tokyo Metropolitan University)
Lagrangian mean curvature flows with
generalized perpendicular symmetries
15:00〜15:50 Keita Kunikawa (Tohoku University)
Ricci flow, heat equation, Liouville type theorem
16:00〜16:50 Makiko Sumi Tanaka (Tokyo University of Science)
Antipodal sets of compact symmetric spaces
and polars of compact Lie groups
Organizers:Yoshihiro Ohnita (Osaka City University)
Makoto Kimura (Ibaraki University)
Makiko Sumi Tanaka (Tokyo University of Science)
Kurando Baba (Tokyo University of Science)
Homare Tadano (Yamaguchi University)
Hikaru Yamamoto (Tokyo University of Science)
Naoyuki Koike (Tokyo University of Science)