PAMM
Volume 12, Issue 1 pp. 779-780
Section 23
Free Access

Well-posedness and Conservativity for Linear Control Systems (Part 2)

Rainer Picard, 

Corresponding Author

Rainer Picard

TU Dresden, Faculty of Science, Institute for Analysis

Rainer Picard, TU Dresden, Faculty of Science, Institute for Analysis

Sascha Trostorff, TU Dresden, Faculty of Science, Institute for Analysis

Marcus Waurick, TU Dresden, Faculty of Science, Institute for Analysis

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Sascha Trostorff, 

Corresponding Author

Sascha Trostorff

TU Dresden, Faculty of Science, Institute for Analysis

Rainer Picard, TU Dresden, Faculty of Science, Institute for Analysis

Sascha Trostorff, TU Dresden, Faculty of Science, Institute for Analysis

Marcus Waurick, TU Dresden, Faculty of Science, Institute for Analysis

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Marcus Waurick, 

Corresponding Author

Marcus Waurick

TU Dresden, Faculty of Science, Institute for Analysis

Rainer Picard, TU Dresden, Faculty of Science, Institute for Analysis

Sascha Trostorff, TU Dresden, Faculty of Science, Institute for Analysis

Marcus Waurick, TU Dresden, Faculty of Science, Institute for Analysis

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First published: 03 December 2012
https://doi.org/10.1002/pamm.201210378

Abstract

Using the results obtained in Part 1, we study conservativity of a certain class of linear control problems. For this purpose we require additional regularity properties of our solution operator in order to allow point-wise evaluations of our solution. We apply the results to the linear control system with unbounded observation and control operators mentioned in Part 1. (© 2012 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim)

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