Non-convexity of Spheres in Infinite-dimensional Teichmuller Spaces

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作者
李忠
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[1] Department of Mathematics
[2] Peking University
[3] Beijing
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<正> It is shown in this paper that any sphere in an infinite-dimensional Teichmuller space is not strictly convex with respect to geodesies. This result is a generalization of a result obtained by the author, where only the case where the Fuchsian group is of the second kind is investigated.
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页码:924 / 932
页数:9
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