Department of Mathematics Queens College of the City University of New York Department of Mathematics Graduate Center of the City University of New York
Sudeb Mitra
Department of Mathematics Queens College of the City University of New York
For a closed subset E of the Riemann sphere, its Teichmüller space T (E) is a universal parameter space for holomorphic motions of E over a simply connected complex Banach manifold. In this paper, we study some new applications of this universal property.
