Iku Nakamura
Hokkaido University
September 5, 2008 from 16:00 to 18:00 (Montreal/EST time) On location
Colloquium presented by Iku Nakamura (Hokkaido University)
In arbitrary dimension, we canonically compactify the moduli space of abelian varieties by GIT-stability of Mumford. In the smallest possible case, dimension one and $N=3$, the problem is reduced to the study of planar cubic curves, more specifically Hesse cubic curves. Every GIT-stable cubic curve is isomorphic to a Hesse cubic curve.
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