セミナーのお知らせ

On the set of the logarithm of the LMO invariant
for integral homology 3-spheres

高 田　敏 恵　（新潟大学）
Toshie Takata (Niigata University)

講演概要 (abstract)

The LMO invariant is expected to classify integral homology 3-spheres and it is a very strong invariant. In this talk, we identify the set of the degree < 6 parts of the logarithm of the LMO invariant for integral homology 3-spheres. As an application, we obtain best possible relations for Ohtsuki's invariants {λ_i(M)} for i < 6. For any simple Lie algebra g, we also obtain best possible relations for perturbative Pg invariants {λ^g_i(M)} for i < 3.

理工学部へのアクセス，５１号館の位置は
http://www.sci.waseda.ac.jp/campus
を参照してください．

皆様のお越しをお待ちしております．

---