Grafting hyperbolic metrics and Eisenstein series

Mathematics – Complex Variables

Scientific paper

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Published in Mathematischen Annalen, 2008. The original publication is available at http://www.springerlink.com

Scientific paper

The family hyperbolic metric for the plumbing variety $\{zw=t\}$ and the non
holomorphic Eisenstein series $E(\zeta;2)$ are combined to provide an explicit
expansion for the hyperbolic metrics for degenerating families of Riemann
surfaces. Applications include an asymptotic expansion for the Weil-Petersson
metric and a local form of symplectic reduction.

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