Informal seminar on quantum invariant or its related low-dimensional topology I
@Kyoto (2012/Summer)
Place:RIMS, Kyoto University(BF 006)
Program(Tentative and flexible.)
japanese version
8/6(Monday)
- 9:30-11:30
Speaker:Motoo Tange
Title:Melvin-Morton Conjecture
Note
-
13:00-
Speaker:Kenta Okazaki
Title:E6,E8型部分因子環の平面代数に由来した3次元多様体の状態和不変量の組み合わせ的構成について
Reference 1
Reference 2
Handout
8/7(Tuesday)
- 10:00-12:00
Speaker:Takahiro Kitayama
Title:On an analogue of Culler-Shalen theory for higher dimensional representations
((possibly) Reidemeister torsion in the asymptotic behavior of the colored Jones polynomial)
- 14;00-about 17:00
Mathematical excursion and discussion
(Mt.Yoshida and Moan.)
8/8(Wednesday)
- 10:00-11:30
Speaker:Kenta Okazaki
Title:RT invariant and its spin refinement
Note
- 11:30-12:30
Concrete calculation of Kontsevich invariant
Organizer: Motoo Tange(University of Tsukuba)
We have no fund for this seminar.
Explanation
Q:For elementary mathematicians.
P1:To find some interesting topics.
P2:To speak some results.
P3:To something interesting.
P4:To broke ready-made ideas in mathematics using quantum invariants as well as to study quantum invariant.
N1:This is for novices for quantum invariants.
Seminar