Congress detail

Authors: Justina Gianatti; Laura S. Aragone; Pablo A. Lotito.

Resumen: We consider a minimax optimal control problem where the objective function is evaluated over a trajectorygiven by an ordinary differential equation parameterized by the control. We define an associated discrete time optimalcontrol problem and we derive a set of optimality conditions for both problems. One of them allows the design ofa convergent algorithm. In addition, we prove that the value of the discrete problem converges to the value of thecontinuous problem as the norm of the time partition tends to zero.

Meeting type: Congreso.

Type of job: Artículo Breve.

Production: A numerical method for a minimax optimal control problem.

Scientific meeting: V Congreso de Matematica Aplicada, Computacional e Industrial.

Meeting place: Tandil.

It's published?: Yes

Publication place: Tandil

Meeting month: 5

Year: 2015.

Link: here