Dlt zeta functions KU Leuven
Xu (2016) defines the dlt motivic zeta function associated to a regular function f on a smooth variety X over a field of characteristic zero.This is an adaptation of the classical motivic zeta function that was introduced by Denef and Loeser (1998). The dlt motivic zeta function is defined on a dlt modification via a Denef-Loeser-type formula, replacing classes of strata in the Grothendieck ring of varieties by stringy motives. This dlt ...