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Topics in Teichmuller Theory and Kleinian Groups |
| November 12, 2007 to November 16, 2007 |
| Organized By: Jeff Brock, Ken Bromberg, Richard Canary, Howard Masur, Alan Reid, Maryam Mirzakhani, and John Smillie |
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| Parent Programs: |
| Teichmuller Theory and Kleinian Groups |
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| Return to Workshop Description |
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Rank of the fundamental group and Heegaard genus of thick non-Haken hyperbolic 3-manifolds
Monday November 12, 2007
09:15AM - 10:30AM
Speakers:
Juan Souto
Abstract:
I will describe how to prove that for every $k$ and $\epsilon$
there is $g$ such that every non-Haken hyperbolic 3-manifold with at least
injectivity radius $\epsilon$ and whose fundamental group is generated by
$k$ elements admits a genus $g$ Heegaard splitting. This is a joint work
with Ian Biringer.
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