Proves a quantitative central limit theorem for spatial averages of solutions to the stochastic nonlinear wave equation with Lipschitz multiplicative Lévy white noise.
Pimentel, Integration by parts and the KPZ two-point function , Ann
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Central limit theorem for stochastic nonlinear wave equation with pure-jump L\'evy white noise
Proves a quantitative central limit theorem for spatial averages of solutions to the stochastic nonlinear wave equation with Lipschitz multiplicative Lévy white noise.