Invariants in Low-dimensional Topology


Date: May 10-12, 2017         Place: Room 8101, KIAS

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In this workshop we would like to understand various invariants in low-dimensional topology and their applications. In particular, we will focus on the following invariants:

 - Geometric representatives of 3-manifolds and knot groups
 - Polynomial invariants of knots
 - Heegaard Floer and Khovanov homology invariants of knots and manifolds
 - Gauge theoretic invariants of manifolds

Also, there will be a lecture series for 2 days (May 8-9, 2017) right before our workshop at KIAS.
Mark Powell (UQAM) and Francesco Lin (IAS) will give lectures tentatively about ‘Freedman’s theory on topological 4-manifolds’ and ‘Monopole Floer homology’, respectively.

Invited Speakers
Paolo Aceto (Alfred Renyi Institute)
Jae Choon Cha (POSTECH)
Marco Golla (Uppsala University)
Se-Goo Kim (Kyung Hee University)
Taehee Kim (Konkuk University)
Teruaki Kitano (Soka University)
Takahiro Kitayama (Tokyo University)
Francesco Lin (IAS, Princeton University)
Mark Powell (UQAM)
Tatsuro Shimizu (RIMS, Kyoto University)
Zhongtao Wu (CUHK)
Ki-Heon Yun (Sungshin University) 

JongHae Keum (KIAS)
Min Hoon Kim (KIAS)
Kyungyong Lee (University of Nebraska-Lincoln / KIAS)
Kyungbae Park (KIAS)

Supported by
NRF (National Researcher Program 2007-0093858)