On the smallest non-trivial quotients of mapping class groups
We prove that the smallest non-trivial quotient of the mapping class group of a connected orientable surface of genus g≥3 without punctures is Sp2g(2), thus confirming a conjecture of Zimmermann. In the process, we generalise Korkmaz’s results on C-linear representations of mapping class groups to p...
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| פורמט: | Journal article |
| שפה: | English |
| יצא לאור: |
European Mathematical Society
2020
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