Michael Wilson

collaborators

4 papers

gr-qc2026

Power-Law Approach of the Stress-Energy Tensor to the Unruh State after Gravitational Collapse

Michael Wilson

We establish the rate at which the renormalized stress--energy tensor of a massless minimally coupled scalar field in the in-vacuum state of a collapsing null-shell spacetime appro…

gr-qc2026

Infrared Universality: The $r^{- 3}$ Spectral Threshold for Coupled Gravitational and Electromagnetic Fields

Michael Wilson

We identify the $r^{- 3}$ curvature-decay rate as a universal geometric threshold separating compact from non-compact perturbations of Laplace-type operators on asymptotically flat…

gr-qc2026

Threshold Resolvent Singularities and the Infrared Structure of Linearized Gravity

Michael Wilson

We identify a sharp geometric threshold governing the infrared spectral behavior of the spatial Lichnerowicz operator on asymptotically flat three-dimensional manifolds. Let $(M,g)…

math-ph2025

Curvature Decay and the Spectrum of the Non-Abelian Laplacian on $R^{3}$

Michael Wilson

I study the spectral behavior of the covariant Laplacian $I^_{A} = d_{A}^{*} d_{A}$ associated with smooth $SU (2)$ connections on $R^{3}$ . The main result establishes a sha…

Power-Law Approach of the Stress-Energy Tensor to the Unruh State after Gravitational Collapse

Infrared Universality: The r−3 Spectral Threshold for Coupled Gravitational and Electromagnetic Fields

Threshold Resolvent Singularities and the Infrared Structure of Linearized Gravity

Curvature Decay and the Spectrum of the Non-Abelian Laplacian on R3

Infrared Universality: The $r^{- 3}$ Spectral Threshold for Coupled Gravitational and Electromagnetic Fields

Curvature Decay and the Spectrum of the Non-Abelian Laplacian on $R^{3}$