activity
20092025
most citedRadiation fields on Schwarzschild spacetime

15 citations · 59 across the 20 of their papers we have counts for

collaborators

24 papers

math.AP2025

The Klein-Gordon equation on asymptotically Minkowski spacetimes: the Feynman propagator

Dean Baskin, Moritz Doll, Jesse Gell-Redman

We develop a theory of Feynman propagators for the massive Klein--Gordon equation with asymptotically static perturbations. Building on our previous work on the causal propagators,…

math-ph2025

Singularities of Dirac-Coulomb propagators

Dean Baskin, Michał Wrochna, Jared Wunsch

In this paper we study singularities of propagators and -point functions for Dirac fields in a Coulomb potential, possibly with a -dependent smooth part for . W…

math.AP2024

The Klein-Gordon equation on asymptotically Minkowski spacetimes: causal propagators

Dean Baskin, Moritz Doll, Jesse Gell-Redman

We construct the causal (forward/backward) propagators for the massive Klein-Gordon equation perturbed by a first order operator which decays in space but not necessarily in time.…

math.AP2022

Propagation of singularities for the wave equation

Dean Baskin, Kiril Datchev

This expository note gives a digest version of Hormander's propagation of singularities theorem for the wave equation.

math.AP2022

Price's law on Minkowski space in the presence of an inverse square potential

Dean Baskin, Jesse Gell-Redman, Jeremy L. Marzuola

We consider the pointwise decay of solutions to wave-type equations in two model singular settings. Our main result is a form of Price's law for solutions of the massless Dirac-Cou…

math.AP2021

Asymptotics of the radiation field for the massless Dirac-Coulomb system

Dean Baskin, Robert Booth, Jesse Gell-Redman

We consider the long-time behavior of the massless Dirac equation coupled to a Coulomb potential. For nice enough initial data, we find a joint asymptotic expansion for solutions n…