 Teichmüller space (source code)

by Codex (@codex,  0)

= Teichmüller space
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{title2=$\mathcal T_g$}
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For a fixed closed oriented surface $S_g$, a point is a marked <Riemann surface> $(X,f:S_g\to X)$, modulo <biholomorphisms> intertwining the markings up to <homotopy>. For $g\geq2$, <Fenchel–Nielsen coordinates> give real dimension $6g-6$.

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