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In mathematical complex analysis, universal Teichm├╝ller space T(1) is a Teichm├╝ller space containing the Teichm├╝ller space T(G) of every Fuchsian group G. It was introduced by Bers () as the set of boundary values of quasiconformal maps of the upper half-plane that fix 0, 1, and Ôł×.

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  • Universal Teichm├╝ller space
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  • In mathematical complex analysis, universal Teichm├╝ller space T(1) is a Teichm├╝ller space containing the Teichm├╝ller space T(G) of every Fuchsian group G. It was introduced by Bers () as the set of boundary values of quasiconformal maps of the upper half-plane that fix 0, 1, and Ôł×.
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  • In mathematical complex analysis, universal Teichm├╝ller space T(1) is a Teichm├╝ller space containing the Teichm├╝ller space T(G) of every Fuchsian group G. It was introduced by Bers () as the set of boundary values of quasiconformal maps of the upper half-plane that fix 0, 1, and Ôł×.
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