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Dan Petersen: Quadratic differentials and triangulations of moduli spaces

Dan Petersen, KTH

Tid: Fr 2011-11-04 kl 13.15 - 14.15

Plats: Room 3721, Department of Mathematics, KTH

Ämnesområde: KTH/SU Graduate Student Seminar

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I will explain the Jenkins-Strebel-Mumford-Thurston theory: to a compact Riemann surface with N marked points which have been assigned positive weights, one can associate a quadratic differential and from this an embedded graph in the surface. Using this, one can produce (roughly) a triangulation of the moduli space of curves.

Innehållsansvarig:Katharina Heinrich
Tillhör: Stockholms Matematikcentrum
Senast ändrad: 2011-11-02