A system of renewal equations on a graph provides a framework to describe the exploitation of a biological resource. In this context, we formulate an optimal control problem, prove the existence of an optimal control and ensure that the target cost function is differentiablewith respect to the control. A numerical integration illustrates qualitative properties of the whole structure.

Garavello, M. (2016). Optimal control in renewable resources modeling. BULLETIN BRAZILIAN MATHEMATICAL SOCIETY, 47(1), 347-357 [10.1007/s00574-016-0143-0].

Optimal control in renewable resources modeling

GARAVELLO, MAURO
2016

Abstract

A system of renewal equations on a graph provides a framework to describe the exploitation of a biological resource. In this context, we formulate an optimal control problem, prove the existence of an optimal control and ensure that the target cost function is differentiablewith respect to the control. A numerical integration illustrates qualitative properties of the whole structure.
Articolo in rivista - Articolo scientifico
management of biological resources; optimal control of conservation laws; renewal equations;
management of biological resources; optimal control of conservation laws; renewal equations; Mathematics (all)
English
347
357
11
Garavello, M. (2016). Optimal control in renewable resources modeling. BULLETIN BRAZILIAN MATHEMATICAL SOCIETY, 47(1), 347-357 [10.1007/s00574-016-0143-0].
Garavello, M
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/139040
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