Exponential mixing for the white - forced damped nonlinear wave equation
Abstract
The paper is devoted to studying the stochastic nonlinear wave (NLW) equation in a bounded domain D ⊂ R3. We show that the Markov process associated with the flow of solution has a unique stationary measure μ, and the law of any solution converges to μ with exponential rate in the dual-Lipschitz norm
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