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The Grunsky Coefficients as a Model of Universal Teichmüller Space
2017
Advances in Analysis
Preserved Fulltext
Some models of the universal Teichmüller space that are given by its holomorphic embedding into appropriate Banach spaces play a crucial role in various applications of this space. We provide a new model of this space as a domain formed by the Grunsky coefficients of basic univalent functions with quasiconformal extension.
doi:10.22606/aan.2017.23006
fatcat:7kh6po4cjbecxj6f5nhxr7uuha