UIC Singularity Workshop
Jorge Martin Morales
CUD, Zaragoza, Spain
Motivic zeta functions on Q-Gorenstein varieties
Abstract: Batyrev developed a method to convert a normal crossing divisor in a
nonabelian quotient singularity into an abelian situation. Therefore
providing a formula for the motivic zeta function for the abelian normal
crossing case closes the V-manifold case. We introduce a general context
where this objective can be accomplished, namely Q-Gorenstein varieties.
Friday June 28, 2019 at 3:00 PM in 636 SEO