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3. Limit Laws and Linear Progress

    1. Exponential Genericity of Pseudo-Anosovs


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      Problem 3.1.

      [Inhyeok Choi] Let $S$ be a generating set for the mapping class group. Does the number of non-pseudo-Anosov elements in the R-ball with respect to S converge exponentially to 0 as $R$ goes to infinity?

          Cite this as: AimPL: Random walks beyond hyperbolic groups, available at http://aimpl.org/randwalkgroup.