Decay of solutions of Maxwell–Klein–Gordon equations with arbitrary Maxwell field

Global well-posedness and scattering of the (4+1)-dimensional Maxwell-Klein-Gordon equation

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Global well-posedness for the Maxwell–Klein–Gordon equation in $4+1$ dimensions: Small energy

(2015) Joachim Krieger et al.   DUKE MATHEMATICAL JOURNAL

Finite energy global well-posedness of the Yang–Mills equations on $\mathbb{R}^{1+3}$ : An approach using the Yang–Mills heat flow

(2015) Sung-Jin Oh   DUKE MATHEMATICAL JOURNAL

Global stability of solutions to nonlinear wave equations

(2014) Shiwu Yang   Selecta Mathematica-New Series

Global solutions of nonlinear wave equations with large data

(2014) Shiwu Yang   Selecta Mathematica-New Series

Global Solutions of Nonlinear Wave Equations in Time Dependent Inhomogeneous Media

(2013) Shiwu Yang   ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS

Decay of linear waves on higher-dimensional Schwarzschild black holes

(2013) Volker Schlue   Analysis & PDE

Global well-posedness of the Maxwell-Klein-Gordon equation below the energy norm

(2011) M. Keel et al.   DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS

Improved Decay for Solutions to the Linear Wave Equation on a Schwarzschild Black Hole

(2010) Jonathan Luk   ANNALES HENRI POINCARE

Finite-Energy Global Well-Posedness of the Maxwell–Klein–Gordon System in Lorenz Gauge

(2010) Sigmund Selberg et al.   COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS

The red-shift effect and radiation decay on black hole spacetimes

(2009) Mihalis Dafermos et al.   COMMUNICATIONS ON PURE AND APPLIED MATHEMATICS