7 citations · 10 across the 11 of their papers we have counts for
13 papers
An orbifold formula for algebraic stacks
François Loeser, Arthur Forey, Dimitri Wyss
We study motivic integration on varieties that are birational to smooth algebraic stacks and prove a generalization of the orbifold formula for varieties with finite quotient singu…
-independence for K3-surfaces via -adic integration
Michael Groechenig, Dimitri Wyss, Paul Ziegler
This article provides a proof of a previously unknown case of Toda's -independence conjecture by reduction to non-archimedean local fields. Our strategy is based on a novel comp…
Twisted Higgs bundles and coendoscopy
Michael Groechenig, Xuanyou Li, Dimitri Wyss +1
This short note is devoted to the study of -Higgs bundles twisted by a central gerbe. These objects arise naturally in the decomposition of the inertia stacks of -Higgs bundl…
Discriminants and motivic integration
Oscar Kivinen, Alexei Oblomkov, Dimitri Wyss
We study invariants of a plane cuve singularity coming from motivic integration on symmetric powers of a formal deformation of . We show that a natural discriminant inte…
Twisted points of quotient stacks, integration and BPS-invariants
Michael Groechenig, Dimitri Wyss, Paul Ziegler
We study -adic manifolds associated with twisted points of quotient stacks and their quotient spaces . We prove several structural res…
A motivic Fundamental Lemma
Arthur Forey, François Loeser, Dimitri Wyss
In this paper we prove motivic versions of the Langlands-Shelstad Fundamental Lemma and Ngô's Geometric Stabilization. To achieve this, we follow the strategy from the recent proof…