21 citations · 37 across the 8 of their papers we have counts for
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math.GT1999
Geometric subgroups of mapping class groups
L. Paris, D. Rolfsen
This paper is a study of the subgroups of the mapping class groups of Riemann surfaces, called "geometric" subgroups, corresponding to the inclusion of subsurfaces. Our analysis in…
math.GT1999
Actions and irreducible representations of the mapping class group
L. Paris
We prove in this paper that the action of the mapping class group on the complex of curves has noncommensurable stabilizers. Following a method due to Burger and de la Harpe, this…