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Automorphisms of Curves - University of Arizona,
Tucson AZ - April 21-22, 2007
AMS Info
Organizers:
Description of the session:
Automorphism groups of surfaces have been studied for
many years with major results dating back to Klein and
Wiman. In recent years there has been a major revival in
this area mainly due to the great advances in computer
algebra systems, such as GAP, and the advances in finite
group theory such as the classification of finite simple
groups. The goal of this session is to explore recent
advances in this area and applications to other areas of
mathematics. Topics of the session include, but are not
limited to:
- Compact Riemann surfaces and their automorphisms,
- Hurwitz curves, and quasiplatonic surfaces,
- Klein surfaces and their automorphisms,
- Galois extensions of function fields,
- Finite subgroups of mapping class groups,
- Defining equations for surfaces,
- Strong symmetric genus of groups,
- Genus spectra of families of groups ,
- Automorphisms of curves of over arbitrary fields
- Applications to moduli and Teichm\"uller problems
List of talks oredered by presenter
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