Normal Families and Monodromies of Holomorphic Motions

Title: Normal Families and Monodromies of Holomorphic Motions
Identifier: d_2009_2013:59f5b005a54a:11282
identifier: 11757
Creator: Beck, Michael,
Contributor: Yunping Jiang | Sudeb Mitra
Date: 2012
Language: English
Publisher: City University of New York.
Subject: Mathematics | Applied mathematics | Holomorphic Motions | Monodromy | Normal Families | Quasiconformal Motions | Teichmuller Theory
Abstract: We explore some generalizations of results in holomorphic motions that result from Earle's infinite-dimensional generalization of Montel's Theorem. We then investigate topological obstructions to extending holomorphic motions. We finish with some miscellaneous facts.
Type: dissertation
Source: 2009_2013.csv
degree: Ph.D.
Program: Mathematics