The SL(2,C) character variety is an important tool in studying hyperbolic 3-manifolds. Chinburg-Reid-Stover defined a number-theoretic knot invariant called the canonical Azumaya algebra. In this talk, we will discuss a refinement of this invariant and prove that the new invariant exists for certain hyperbolic knots with genus 1 Seifert surface.
Graduate Student Geometry-Topology Seminar
Friday, September 15, 2023 - 2:15pm
Yi Wang
UPenn
Other Events on This Day
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Vector bundles over elliptic curves and fibrations
Algebraic Geometry Student Research Seminar
10:00am