On the geometry of the compactification of the universal Picard variety

Mathematics – Algebraic Geometry

Scientific paper

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Revised version (modified statement of Theorem 2 and other minor changes)

Scientific paper

Here we focus on the geometry of $\pdgbar$, the compactification of the
universal Picard variety constructed by L. Caporaso. In particular, we show
that the moduli space of spin curves constructed by M. Cornalba naturally
injects into $\pdgbar$ and we give generators and relations of the rational
divisor class group of $\pdgbar$, extending previous work by A. Kouvidakis.

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