The subdivision complex at infinity, computations, and questions
James Cannon
In the setting of Cannon's conjecture, the recursion of the
group at infinity can be modeled by the action of a map on a
non-Hausdorff orbifold. The group is a Kleinian group if the orbifold
has an invariant conformal structure. We'll discuss this construction,
computational approaches to making progress on the conjecture, and open
problems.
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