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Date : 3-4 September, 2018
Place: Tokyo University of Science (Kagurazaka Campus)
Program
3 September
10:00〜11:00 Atsufumi Honda (Yokohama National University)
Mixed type surfaces with bounded Gausisian
curvature in Lorentizian 3-manifolds
11:20〜12:20 Hikaru Yamamoto (Tokyo Uinversity of Science)
The geometry of deformed Hermitian
Yang-Mills connections
14:00〜15:00 Toru Kajigaya (Tokyo Denki University)
On Hamiltonian stable Lagrangian tori in
complex hyperbolic spaces
15:15〜16:15 Makiko Tanaka (Tokyo University of Science)
Maximal antipodal sets of classical compact
symmetric spaces
16:30〜17:30 Hiroo Naitoh (Ymaguchi University)
Riemannian symmetric spaces and their
surfaces of Grassmann geometry
4 September
10:00〜11:00 Kotaro Kawai (Gakushuin University)
Second-order deformations of associative
submanifolds
11:20〜12:20 Kurando Baba (Tokyo University of Science)
A generalization of the duality in symmetric
space theory and its applications
14:00〜15:00 Takashi Sakai (Tokyo Metropolitan University)
The intersection of two real forms in complex
flag manifolds and its application to Lagrangian
Floer homology -in the case where two real
forms are not necessarily congruent-
15:15〜16:15 Yasuyuki Nagatomo (Meiji University)
Harmonic mappings of the complex projective
line into complex quadrics
16:30〜17:30 Yoshihiro Ohnita (Osaka City University)
On classification of minimal orbits of the
Hermann action satisfying Koike's conditions
Supported by : Grants-in-aid for Scientic Research (C) 18K03311
Naoyuki Koike (Tokyo University of Science)