Seminar

Language English
From 2011/07/06 16:30
To 2011/07/06 17:30
PlaceRoom 110, Building No.3, Faculty of Science, Kyoto University
Seminar NameColloquium
Title 鏡映５次３次元多様体の対数的混合ホッジ理論からの眺め (A view of mirror quintic 3-folds through log mixed Hodge theory)　
Field Algebra
SpeakersSampei Usui
AffiliationOsaka University
AbstractAs a joint work of Kazuya Kato, Chikara Nakayama, and Usui,
various partial compactifications of a classifying space D of
mixed Hodge structures were constructed, and their relation was
described as a fundamental diagram.
We will observe mirror quintic 3-folds in this framework.
The following were known:
- A large complex structure limit point is a boundary point of
a toroidal partial compactification of a quotient of D.
- The canonical coordinate is a cusp form at this boundary point.
- Generic global Torelli theorem holds.
The fundamental diagram itself seems to be more closely related
with mirror symmetry.
Note16:00-16:30 105談話室でtea

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Linkhttp://www.kurims.kyoto-u.ac.jp/ja/seminar/danwakai.html