Degree one cohomology with twisted coefficients of the mapping class group

Mathematics – Differential Geometry

Scientific paper

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19 pages, 11 figures

Scientific paper

Let $\Gamma$ be the mapping class group of an oriented surface $\Sigma$ of
genus g with r boundary components. We prove that the first cohomology group
$H^1(\Gamma, O(M_{SL(2, C)})^*)$ is non-trivial, where the coefficient module
is the dual of the space of algebraic functions on the $SL(2, C)$ moduli space
over $\Sigma$.

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