Annals of Mathematics · 1977 · 135 citations · 5 references
Lie GroupGlobal GeometryGeometryFinite Riemann SurfacesRiemannian GeometryRiemann SurfacesRegular B-groupsTeichmuiller SpaceComplex GeometryLie Theory
For several years it has been conjectured that the moduli of degenerating families of conformally finite Riemann surfaces with signature may be studied using the Bers embedding T(G) of the Teichmuiller space. In a previous paper ([2], see also Marden [17]) we examined a distinguished classthe regular b-groups-of Kleinian groups lying in AT(G). The augmented Teichmiiller space T(G) is the union of T(G) with the regular b-groups on its boundary.
5
The irreducibility of the space of curves of given genus
Pierre Deligne, D. Mumford · Publications mathématiques de l IHÉS · 1969 · 1.7K citations
Bernard Maskit · American Journal of Mathematics · 1971 · 78 citations