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Colloquiums (FM & IMI)
Discriminant varieties, branched covers and some odd things that I know about the Fermat curves [FM]
- Hold Date
- 2008-04-09 15:30～2008-04-09 17:00
- Place
- Hakozaki campus, Science Building no.3, room 3311
- Object person
- Speaker
- M. Uludag (Galatasary Univ. Turkey)
A Fermat curve is a certain abelian covering of the projective line branched at 3 points, and is usually
described by the equation x^n+y^n+z^n=0. I will remark that, if we allow singularities, there are some other nice embeddings of the Fermat curve.
