Séminaire Algèbre Géométrie Algébrique Topologie Algébrique

Le mardi 17 septembre 2019 à 10:00 - salle 430

Charles Frohman
A geometric Field Theory from the Kauffman Bracket skein algebra

We will define a class of representations of skein algebras we call "trace preserving" and show that they are a well behaved geometric object whose GIT quotient is the variety of shadows associated to the skein algebra. From this we will outline the construction of a field theory that assigns objects to manifolds equipped with a representation of their fundamental group into SL(2,C) that has Zariski dense image.



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