Consistent Approximations to Impulsive Optimal Control Problem

Autores/as

  • Daniella Porto
  • Geraldo Nunes Silva
  • Heloisa Helena Marino Silva

DOI:

https://doi.org/10.5540/03.2017.005.01.0037

Palabras clave:

Impulsive Optimal Control Problem, Consistent Approximations, Euler’s Discretization.

Resumen

We study impulsive optimal control problem and apply a theory called consistent approximations which was introduced in [1, 2]. From an infinite dimension problem (P), we can build a sequence of discrete problems (PN) with finite dimension. We show that these discrete problems epi-converge to (P) which ensures that all sequence of global or local minimum of (PN ) that converge, will converge to a global or local minimum of (P), respectively.

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Publicado

2017-04-14

Número

Sección

Trabalhos Completos - Análise Aplicada