We show the convergence (as t goes to infty) to a stationary state of the solution to a mixed parabolic problem, together with the convergence of the source term, which is unknown in the inverse problem considered, if the data enjoy suitable analogous convergence properties. Asymptotic expansions are discussed.
Davide Guidetti (2013). Convergence to a stationary state of solutions to inverse problems of parabolic type. DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS. SERIES S, 6, 711-722 [10.3934/dcdss.2013.6.711].
Convergence to a stationary state of solutions to inverse problems of parabolic type
GUIDETTI, DAVIDE
2013
Abstract
We show the convergence (as t goes to infty) to a stationary state of the solution to a mixed parabolic problem, together with the convergence of the source term, which is unknown in the inverse problem considered, if the data enjoy suitable analogous convergence properties. Asymptotic expansions are discussed.File in questo prodotto:
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