Optimal Control with an Interval-valued Objective Function: an Application in Weed Management

Autores/as

  • Ulcilea Severino Leal
  • Elenice Stiegelmeier
  • Geraldo Silva
  • Weldon Lodwick

DOI:

https://doi.org/10.5540/03.2016.004.01.0042

Palabras clave:

Optimal control, interval-valued function, application, weed management.

Resumen

This paper investigates how optimal controle can support weed management by looking specifically at an optimal control problem with an interval-valued objective function based on dynamic optimization. The dynamic optimization problem involves continuous variables modeled as an interval-valued nonlinear programming (INLP) problem. In this study, we converted the INLP problem into into a multi-objective problem using the concept of order relation and solver the multi-objetive problem using the weight method. We solved the resultant NLP problem with an active-set algorithm (ASA) for box-constrained optimization. Finally, we carried out an application in a weed management problem.

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Publicado

2016-08-09