Dissertation/Thesis Abstract

Normal Families and Monodromies of Holomorphic Motions
by Beck, Michael, Ph.D., City University of New York, 2012, 67; 3508642
Abstract (Summary)

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.

Indexing (document details)
Advisor: Jiang, Yunping, Mitra, Sudeb
Commitee: Dodziuk, Josef, Wang, Zhe
School: City University of New York
Department: Mathematics
School Location: United States -- New York
Source: DAI-B 73/09(E), Dissertation Abstracts International
Source Type: DISSERTATION
Subjects: Applied Mathematics, Mathematics
Keywords: Holomorphic motions, Monodromy, Normal families, Quasiconformal motions, Teichmuller theory
Publication Number: 3508642
ISBN: 978-1-267-34441-0
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