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20102026
most citedThe Feynman propagator on perturbations of Minkowski space

22 citations · 64 across the 18 of their papers we have counts for

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15 papers · 1 filter

math.AP2026

Mean first escape times of Brownian motion on asymptotically hyperbolic and gas giant metric surfaces

Jesse Gell-Redman, Emanuel József Godfried, Justin Tzou +1

This paper deals with the mean first escape time of Brownian motion on asymptotically hyperbolic and gas giant surfaces. We show that for a boundary defining function , the mean…

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.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.AP2023

Scattering regularity for small data solutions of the nonlinear Schrödinger equation

Jesse Gell-Redman, Sean Gomes, Andrew Hassell

Using the Fredholm theory of the linear time-dependent Schrödinger equation set up in our previous article arXiv:2201.03140, we solve the final-state problem for the nonlinear Schr…

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.AP2022

Propagation of singularities and Fredholm analysis for the time-dependent Schrödinger equation

Jesse Gell-Redman, Sean Gomes, Andrew Hassell

We study the time-dependent Schrödinger operator acting on functions defined on , where, using coordinates and $t \in \ma…