Discrete-time interval optimal control problem

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Data

2019-08-03

Autores

Campos, J. R. [UNESP]
Assunção, E. [UNESP]
Silva, G. N. [UNESP]
Lodwick, W. A.
Teixeira, M. C.M. [UNESP]

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Resumo

This paper proposes a new approach for the discrete-time interval optimal control problem. The optimal interval solution of discrete-time interval optimal control problem is obtained using the single-level constrained interval arithmetic coupled with a dynamic programming technique. Moreover, the optimal interval solution contains the real-valued optimal solutions. To illustrate an optimal solution for the interval case, we use the minimax regret criterion in the interval inventory control problem we present.

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generalised uncertainty, interval dynamic programming, interval mathematical models, Interval optimal control problem, minimax regret criterion

Como citar

International Journal of Control, v. 92, n. 8, p. 1778-1784, 2019.

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