Abstract
In this paper, we interpret the optimal tracking problem as a scattering model with internal sources and expose the benefits of such an identification. The state and adjoint vectors have a natural interpretation as the propagating quantities in a medium with internal sources. This physical picture is used to provide an easy derivation of existing formulae in optimal control theory.
Indexing Terms:
Additional information
Notes on contributors
Jogesh Warrior
Jogesh Warrior: Jogesh Warrior was born in 1955. He obtained an M.Sc. degree in Physics from the Indian Institute of Technology, Delhi in 1976 and his M.Sc. (Engg) degree from the Indian Institute of Science, Bangalore. He is currently pursuing his graduate studies at the University of Minnesota. His current interests are in the area of Computer, Control and Applications.
N. Viswanadham
Viswanadham N (Prof.): N. Viswanadham was born in Anathavaram, India, in November 1943. He received his PhD degree in Electrical Enginereing in 1970 from the Indian Institute of Science, Bangalore. Since 1967, he has been on faculty of the Indian Institute of Science. He is currently an Associate Professor in School of Automation. His research interests are in Large-Scale Dynamic Systems and Applications.