A new Morawetz estimate for the scale-invariant damped wave equation yields global existence for the mu equals 1 semilinear problem in R^n with n at least 4.
D’Abbicco, Small data solutions for the Euler-Poisson-Darboux equation with a power non linearity, J
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Morawetz type estimate for damped wave equation in $\mathbb{R}^n (n\geq 4)$ and its application
A new Morawetz estimate for the scale-invariant damped wave equation yields global existence for the mu equals 1 semilinear problem in R^n with n at least 4.