The paper investigates the stability of the solutions of linear-quadratic optimal control problems with bang-bang controls in terms of metric sub-regularity and bi-metric regularity. New sufficient conditions for these properties are obtained, which strengthen the known conditions for sub-regularity and extend the known conditions for bi-metric regularity to Bolza-type problems.

On the regularity of linear-quadratic optimal control problems with Bang-Bang solutions

Scarinci T.
;
2018

Abstract

The paper investigates the stability of the solutions of linear-quadratic optimal control problems with bang-bang controls in terms of metric sub-regularity and bi-metric regularity. New sufficient conditions for these properties are obtained, which strengthen the known conditions for sub-regularity and extend the known conditions for bi-metric regularity to Bolza-type problems.
978-3-319-73440-8
978-3-319-73441-5
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Utilizza questo identificativo per citare o creare un link a questo documento: http://hdl.handle.net/11697/151294
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