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- W2033926958 abstract "This paper is concerned with existence in L1 for a control problem with a lower semicontinuous cost functional associated with a general linear process of causal type in Banach space. The state system considered includes several standard infinite dimensional systems such as: linear evolution equation, wave equation, linear functional differentional equation. In particular, linear distributed parameter systems are included. The existence results are consequences of an intricate analysis regarding the lower semicontinuity and compactness of level sets of Bolza functional in L1 spaces. All these results are given under minimal requirements and using sharp functional methods. Specialized to finite dimensional problems the results given here extend some recent results of Ioffe and Rockafellar, but the proofs are quite different." @default.
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- W2033926958 title "Existence for an abstract control problem in banach spaces" @default.
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- W2033926958 doi "https://doi.org/10.1080/01630567908816030" @default.
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