All finite groups are involved in the Mapping Class Group

Mathematics – Geometric Topology

Scientific paper

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12 pages. v2: In Version 2 of the paper we remove part of Section 3 of Version 1 of the paper which is not logically needed fo

Scientific paper

Let $\Gamma_g$ denote the orientation-preserving Mapping Class Group of the
genus $g\geq 1$ closed orientable surface. In this paper we show that for fixed
$g$, every finite group occurs as a quotient of a finite index subgroup of
$\Gamma_g$.

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