A Period Mapping in Universal Teichmüller Space

Abstract

In previous work it had been shown that the remarkable homogeneous space M = Diff(S')/PSL(2, R) sits as a complex analytic and Kahler submanifold of the Universal Teichmüller Space. There is a natural immersion n of M into the infinite-dimensional version (due to Segal) of the Siegel space of period matrices. That map n is proved to be injective… (More)

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Cite this paper

@inproceedings{Nag1992APM, title={A Period Mapping in Universal Teichmüller Space}, author={Subhashis Nag}, year={1992} }