We consider the problem of recovering a space- and time-dependent kernel in a paxabolic integro-differential equation. The related domain is assumed to be smooth and provided with two bases. Global existence and uniqueness results are proved
A parabolic integro-differential identification problem in a barrelled smooth domain / J. Janno, A. Lorenzi. - In: ZEITSCHRIFT FUR ANALYSIS UND IHRE ANWENDUNGEN. - ISSN 0232-2064. - 25:1(2006), pp. 103-130.
A parabolic integro-differential identification problem in a barrelled smooth domain
A. LorenziUltimo
2006
Abstract
We consider the problem of recovering a space- and time-dependent kernel in a paxabolic integro-differential equation. The related domain is assumed to be smooth and provided with two bases. Global existence and uniqueness results are provedFile in questo prodotto:
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