Decay Estimates and Gevrey Smoothing for a Strongly Damped Plate Equation

Author:

D’Abbicco Marcello

Publisher

Springer International Publishing

Reference30 articles.

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2. H. Chen, L. Rodino, General theory of PDE and Gevrey classes, in: “General theory of PDE and microlocal analysis”, M. Y. Qi and L. Rodino, editors, Pitman Res. Notes Math. Ser. 349 (1996), 6–81.

3. H. Chen, L. Rodino, Nonlinear microlocal analysis and applications in Gevrey classes, in: “Differential Equations, Asymptotic Analysis and Mathematical Physics”, Math. Res., Akademie Verlag 100 (1997), 47–53.

4. M. D’Abbicco, A benefit from theL 1smallness of initial data for the semilinear wave equation with structural damping, in Current Trends in Analysis and its Applications, 2015, 209–216. Proceedings of the 9th ISAAC Congress, Krakow. Eds V. Mityushev and M. Ruzhansky, http://www.springer.com/br/book/9783319125763 .

5. M. D’Abbicco, R. Chãrao, C. da Luz, Sharp time decay rates on a hyperbolic plate model under effects of an intermediate damping with a time-dependent coefficient, Discrete and Continuous Dynamical Systems A 36 (2016) 5, 2419–2447, http://dx.doi.org/10.3934/dcds.2016.36.2419

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