We consider the inverse problem of identifying a factor in the source term of a parabolic mixed system with first-order boundary conditions. The supplementary information, which is needed to do it, is given by the knowledge of the evolution in time of a certain integral with respect to a suitable Borel measure.

Davide Guidetti (2014). Partial recosntruction of the source term in a linear parabolic initial problem with first order boundary conditions. APPLICABLE ANALYSIS, 93(3), 511-538.

Partial recosntruction of the source term in a linear parabolic initial problem with first order boundary conditions

GUIDETTI, DAVIDE
2014

Abstract

We consider the inverse problem of identifying a factor in the source term of a parabolic mixed system with first-order boundary conditions. The supplementary information, which is needed to do it, is given by the knowledge of the evolution in time of a certain integral with respect to a suitable Borel measure.
2014
Davide Guidetti (2014). Partial recosntruction of the source term in a linear parabolic initial problem with first order boundary conditions. APPLICABLE ANALYSIS, 93(3), 511-538.
Davide Guidetti
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/391144
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