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Free products of abelian groups in mapping class groups
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abstract
We construct a new family of examples of parabolically geometrically finite subgroups of the mapping class group in the sense of Dowdall-Durham-Leininger-Sisto and prove they are undistorted in Mod($S$).
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Constructing reducibly geometrically finite subgroups of the mapping class group
Theorems A, B, and C construct new reducibly geometrically finite subgroups of mapping class groups, including right-angled Artin subgroups and free products of reducible subgroups.
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