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Weil-Petersson metric is quasi isometric with which model?
Let $\mathcal M_g$ be the moduli space of curves of genus $g$. If we take $X^{reg}=X\setminus D$, where D is a divisor with normal crossings. Endow
$X^{reg}$ with a complete Kahler metric which has a ...
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Moduli space of complex Tori [duplicate]
Is there any explicit computation for the Weil-Petersson metric on moduli space of Tori of complex dimension n?
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