Some algebraic geometry related to the mapping class group
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This is a summary of the talk I gave in response to the request of the organizers of this workshop to survey the algebro-geometric aspects of the mapping class group. I am grateful to them for asking me to do so, as this led me to revisit (and to rethink) a few these connections. But the reader be warned that although I have tried to tailor this survey to an audience of geometers of a non-algebraic denomination, it remained one au goût du jour and consisted in the end more of asking questions than of stating results.
[1] Andrew Putman. A note on the abelianizations of finite-index subgroups of the mapping class group , 2008, 0812.0017.
[2] E. Looijenga. Prym Representations of Mapping Class Groups , 1997 .
[3] P. Deligne. Theorie de Hodge I , 1970 .