Turnpike Phenomena in Linear-Quadratic Optimal Control Subject to Delay Equations. Li, Z. & Guglielmi, R.
abstract   bibtex   
We characterize the turnpike property of optimal control constrained by delay equations by means of two verifiable algebraic conditions, which are equivalent to the exponential stabilizability and detectability of the delay system. Our work extends the existing finite dimensional results to delay equations. Numerical simulations validate the theoretical findings of the paper.
@article{li_turnpike_nodate,
	title = {Turnpike {Phenomena} in {Linear}-{Quadratic} {Optimal} {Control} {Subject} to {Delay} {Equations}},
	abstract = {We characterize the turnpike property of optimal control constrained by delay equations by means of two verifiable algebraic conditions, which are equivalent to the exponential stabilizability and detectability of the delay system. Our work extends the existing finite dimensional results to delay equations. Numerical simulations validate the theoretical findings of the paper.},
	language = {en},
	author = {Li, Zhuqing and Guglielmi, Roberto},
}

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