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math.AP2021
Time-periodic linear boundary value problems on a finite interval
A. S. Fokas, B. Pelloni, D. A. Smith
We study the large time behaviour of the solution of a linear dispersive PDEs posed on a finite interval, when the prescribed boundary conditions are time periodic. We use the appr…
math.AP2021★ 8 cited
Beyond periodic revivals for linear dispersive PDEs
Lyonell Boulton, George Farmakis, Beatrice Pelloni
We study the phenomenon of revivals for the linear Schrödinger and Airy equations over a finite interval, by considering several types of non-periodic boundary conditions. In contr…