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20122019
most citedRadiation fields for semilinear wave equations

4 citations · 4 across the 4 of their papers we have counts for

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math.AP2019

Riemann moduli spaces are quantum ergodic

Dean Baskin, Jesse Gell-Redman, Xiaolong Han

In this note we show that the Riemann moduli spaces equipped with the Weil--Petersson metric are quantum ergodic for . We also provide other examples of sin…

math.AP2019

Scattering resonances on truncated cones

Dean Baskin, Mengxuan Yang

We consider the problem of finding the resonances of the Laplacian on truncated Riemannian cones. In a similar fashion to Cheeger--Taylor, we construct the resolvent and scattering…

math.AP2016

An explicit description of the radiation field in 3+1-dimensions

Dean Baskin

In previous work with A. Vasy and J. Wunsch, the author established an asymptotic expansion for the radiation field on asymptotically Minkowski spacetimes and showed that the expon…

math.AP2012

Strichartz estimates on exterior polygonal domains

Dean Baskin, Jeremy L. Marzuola, Jared Wunsch

Using a new local smoothing estimate of the first and third authors, we prove local-in-time Strichartz and smoothing estimates without a loss exterior to a large class of polygonal…

math.AP2012

Some global aspects of linear wave equations

Dean Baskin, Rafe Mazzeo

This paper surveys a few aspects of the global theory of wave equations. This material is structured around the contents of a minicourse given by the second author during the CMI/E…

math.AP2012

Resolvent estimates and local decay of waves on conic manifolds

Dean Baskin, Jared Wunsch

We consider manifolds with conic singularites that are isometric to outside a compact set. Under natural geometric assumptions on the cone points, we prove the exi…