Authors: L.S. Aragone; L.A. Parente.
Title: ASYMPTOTIC ANALYSIS FOR A GENERALIZED MONOTONE CONTROL PROBLEM.
Resumen: The aim of this work is to address the analytical aspects and regularity properties of an optimal control problem with long-run average cost criterion for systems which involves monotone controls. The approach is carried out through the study of the asymptotic behavior of an associated infinite horizon problem, whose solution is given in terms of the viscosity solutions of an adequate Hamilton-Jacobi-Bellman (HJB) variational inequality. Assuming some controllability properties, these solutions converges to a solution of the original problem HJB system. Some discussion about implementation is included.
Meeting type: Congreso.
Type of job: Artículo Breve.
Production: ASYMPTOTIC ANALYSIS FOR A GENERALIZED MONOTONE CONTROL PROBLEM.
Scientific meeting: VII Congreso de Matemática Aplicada, Computacional e Industrial.
Meeting place: Rio Cuarto.
Organizing Institution: ASAMACI.
It's published?: Yes
Publication place: Rio Cuarto
Meeting month: 7