We consider a semilinear parabolic problem with an unknown convolution kernel. Conditions are given so that there exists a unique solution with a globally integrable kernel and the solution converging to a stationary state.
D. Guidetti (2007). Convergence to a stationary statefor solutions to parabolic inverse problems of reconstruction of convolution kernels. DIFFERENTIAL AND INTEGRAL EQUATIONS, 20, 961-990.
Convergence to a stationary statefor solutions to parabolic inverse problems of reconstruction of convolution kernels
GUIDETTI, DAVIDE
2007
Abstract
We consider a semilinear parabolic problem with an unknown convolution kernel. Conditions are given so that there exists a unique solution with a globally integrable kernel and the solution converging to a stationary state.File in questo prodotto:
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