Séminaire de géométrie algébrique
Federica Fanoni (v): Homeomorphic subsurfaces and omnipresent arcs
→
Europe/Paris
001 (batiment I)
001
batiment I
Département de mathématiques
Bâtiment I
Faculté des Sciences
2 Boulevard Lavoisier
F-49045 Angers cedex 01
France
Description
In this talk I will discuss infinite-type surfaces (e.g. surfaces of
infinite genus). I will show how infinite-type surfaces can be seen as
subsurfaces of themselves in a nontrivial way, how to use this fact to
select a class of arcs on a surface and to construct a graph with an
interesting action by the group of symmetries of the surface (the
so-called mapping class group). Joint work with Tyrone Ghaswala and Alan
McLeay.