Strong Haken via Sphere Complexes

Resumen:

Abstract: Haken’s theorem tells us that a Heegaard splitting of a reducible 3-manifold is necessarily reducible. Scharlemann’s Strong Haken Theorem says more: An essential 2-sphere in a 3-manifold can always be isotoped to intersect a given Heegaard surface in a single simple closed curve. Scharlemann’s proof of the Strong Haken Theorem can be reinterpreted through the use of sphere complexes. This is joint work with Sebastian Hensel.

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Zoom Link: https://us06web.zoom.us/j/88111527693?pwd=WllZREJYNnNFYkptbm40S1oxd2hMZz09
Meeting ID: 881 1152 7693
Passcode: 766497

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