Retarded Optimal control problem: Applications in eco-epidemiology

Plaire Tchinda Mouofo (u. a.)

ISBN 10: 3841613462 ISBN 13: 9783841613462
Editorial: Éditions universitaires européennes, 2016
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Descripción:

Retarded Optimal control problem: Applications in eco-epidemiology | Plaire Tchinda Mouofo (u. a.) | Taschenbuch | 272 S. | Französisch | 2016 | Éditions universitaires européennes | EAN 9783841613462 | Verantwortliche Person für die EU: preigu GmbH & Co. KG, Lengericher Landstr. 19, 49078 Osnabrück, mail[at]preigu[dot]de | Anbieter: preigu. N° de ref. del artículo 107912602

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Sinopsis:

Many phenomena occurring in biology, mechanical, chemical, electricity, electronic, medicine, aircraft industry, etc. can be described in terms of mathematical expressions, such as partial differential equations (PDE), or ordinary differential equations (ODE). For many different kinds of problems, the natural question that arises is how to intervene to produce the "best" outcome, as measured by some predetermined goals. One approach to this is via optimal control theory. In many applications, when using ordinary differential equations or partial differential equations, one always assumes that a system is governed by the principle of causality, namely, the future state of the system is determined by the current state only, while the past has no impact on the future with the present of the current state. However, this is not logically reasonable in many processes. When taking into account the impact of the past state, this includes the time delays. Mathematical models with time delays have been used to understand the dynamic of many systems. However, optimal control problem with time delays has not been well studied in the literature. So, it is important to develop some new results for delayed optimal control problems and to apply it.

Reseña del editor: Many phenomena occurring in biology, mechanical, chemical, electricity, electronic, medicine, aircraft industry, etc. can be described in terms of mathematical expressions, such as partial differential equations (PDE), or ordinary differential equations (ODE). For many different kinds of problems, the natural question that arises is how to intervene to produce the "best" outcome, as measured by some predetermined goals. One approach to this is via optimal control theory. In many applications, when using ordinary differential equations or partial differential equations, one always assumes that a system is governed by the principle of causality, namely, the future state of the system is determined by the current state only, while the past has no impact on the future with the present of the current state. However, this is not logically reasonable in many processes. When taking into account the impact of the past state, this includes the time delays. Mathematical models with time delays have been used to understand the dynamic of many systems. However, optimal control problem with time delays has not been well studied in the literature. So, it is important to develop some new results for delayed optimal control problems and to apply it.

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Detalles bibliográficos

Título: Retarded Optimal control problem: ...
Editorial: Éditions universitaires européennes
Año de publicación: 2016
Encuadernación: Taschenbuch
Condición: Neu

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