Chennai Mathematical Institute


3.00 p.m.
Convex cocompact subgroups of Mapping Class Groups

Abhijit Pal
Chennai Mathematical Institute.


For a hyperbolic surface S, the mapping class group MCG(S) of S is isotopy classes of automorphisms of S and the Teichmuller space Teich (S) is the space of all hyperbolic structures on S up to isotopy. A fintely generated, discrete subgroup of MCG(S) is said to be Convex cocompact if its orbit, under the action of MCG(S) on Teich(S), is a quasiconvex set in Teich(S). The aim of this talk is to give some examples of convex cocompact subgroups of MCG(S).

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