The problem we deal arises in the theory of heat propagation in materials with memory. We consider an identification of both the relaxation kernel and the time dependance of the heat source for an integro-differential equation of parabolic type.
F. Colombo , D. Guidetti , V. Vespri (2006). A global in time result for an integro-differential parabolic inverse problem in the space of bounded functions. HACKENSACK (NJ) : World Sci. Publ..
A global in time result for an integro-differential parabolic inverse problem in the space of bounded functions
GUIDETTI, DAVIDE;
2006
Abstract
The problem we deal arises in the theory of heat propagation in materials with memory. We consider an identification of both the relaxation kernel and the time dependance of the heat source for an integro-differential equation of parabolic type.File in questo prodotto:
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