T. Stucker

works on

black hole quasinormal modes 1 pseudodifferential calculus 1 regge-wheeler potential 1 semiclassical analysis 1 spectral theory 1 Weyl law 1

From the 1 of 3 linked papers with an AI index.

collaborators

3 papers

math.AP2026

Semiclassical estimates near threshold energies and resonance counting on Schwarzschild black holes

Thomas Stucker

The paper establishes a Weyl law for the count of quasinormal modes of a Schwarzschild black hole by developing a new semiclassical pseudodifferential calculus near threshold energ…

math.AP2025

Quasinormal modes for the Kerr black hole

Thomas Stucker

We provide a rigorous definition of quasinormal modes for the Kerr black hole. They are obtained as the discrete set of poles of the meromorphically continued cutoff resolvent. The…

math.DG2025

On the local constancy of regularized superdeterminants along special families of differential operators

Michele Schiavina, Thomas Stucker

We consider the flat-regularized determinant of families of operators of the form $D_{I ¨} = [I^´_{I ¨} , d_{\nabla}]$ , where $I ¨ \to I^´_{I ¨} $ are families of degree $- 1$ maps in the twisted de Rha…