Proves a quantitative central limit theorem for spatial averages of solutions to the stochastic nonlinear wave equation with Lipschitz multiplicative Lévy white noise.
Trauthwein, Quantitative CLTs on the Poisson space via Skorohod estimat es and p-Poincar´ e inequal- ities, arXiv:2212.03782 [math.PR]; to appear in: 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.