Geometry of Teichmüller space and mapping class groups
12 April 2018
Abstract: Veering triangulations were introduced by Agol as canonical ideal triangulations of pseudo-Anosov mapping tori which are punctured along singular orbits. Since these manifolds are hyperbolic, Agol asked whether veering triangulations are always geometric. That is, can the triangulation be realized in the hyperbolic metric with each tetrahedron positively oriented? Unfortunately, the answer is no since Hodgson, Issa, and Segerman subsequently produced examples of nongeometric veering triangulations. In this talk, I’ll discuss joint work with Futer and Worden that explains why this is generally the case.
geometry dash apk Sam Taylor (Temple) - Random veering triangulations are not geometric | |
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