Global well posedness and scattering for the cubic nonlinear wave equation
Global well posedness and scattering for the cubic nonlinear wave equation
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Ben Dodson , Johns Hopkins University
In this talk we discuss the defocusing, cubic nonlinear wave equation. We prove scattering for radially symmetric, nearly sharp initial data. We do not assume an a priori bound on the critical norm. We prove this by studying the wave equation in hyperbolic coordinates.