On the convergence profile of a discretized scheme for a two-dimensional constrained optimal control problem

Abstract

The convergence profile of a discretized schame for an optimal control problem constrained by ordinary differential equation with matrix coefficients is examined. Various penalty parameters are considered for the penalty function method. It is observed that convergence is exhibited for these penalty parameters after certain number of iterations with a predetermined interval of convergence.

Journal of the Nigerian Association of Mathematical Physics Vol. 10 2006: pp. 537-542