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Titlebook: Optimal Control of Partial Differential Equations; Proceedings of the I Karl-Heinz Hoffmann,Werner Krabs Conference proceedings 1991 Spring

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Optimal control problems for distributed parameter systems governed by semilinear parabolic equatiohe constraint f(u) ε Y, where f(u) is defined in V and takes values in a Banach space E and Y is a subset of E. We use an extension of a theorem of Kuhn — Tucker type due to Frankowska to obtain Pontryagin‘s maximum principle for distributed parameter systems described by semilinear parabolic equati
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On a weighting method improving identifiability of distributed parameter systems,n the case of ill conditionned problems. For that reason the efficiency of the method is particularly illustrated by examples where the classical approach fails. A lot of questions still remain pending in particular the study of the "strong identifiability hypothesis" and the interpretation of the n
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