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Title:
Seifert fibered Dehn filling
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Abstract:
We will describe progress towards the conjecture that there are only four cusped hyperbolic 3-manifolds with pairs of non-hyperbolic Dehn fillings at distance greater than 5. In particular we will discuss the situation where one of the fillings is a small Seifert fiber space and the other contains an incompressible torus. This is joint work with Steve Boyer and Xingru Zhang.
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