The subject of this paper is to show that there exists a smooth solution to the Hamilton-Jacobi type equation arising in nonlinear discrete-time H,-control provided that a solution to the Riccati equation associated to the linear approximated problem is available. An approximated solution of the Hamilton-Jacobi type equation can be then iteratively computed making use of algebraic expansions.
On the solution of a Hamilton-Jacobi type equation in nonlinear discrete-time H-infinity control / Guillard, H.; Monaco, Salvatore; Normand Cyrot, D.. - STAMPA. - 2:(1994), pp. 1406-1411. (Intervento presentato al convegno 33rd IEEE Conference on Decision and Control tenutosi a Lake Buena Vista, FL, USA nel December 1994) [10.1109/CDC.1994.411251].
On the solution of a Hamilton-Jacobi type equation in nonlinear discrete-time H-infinity control
MONACO, Salvatore
;
1994
Abstract
The subject of this paper is to show that there exists a smooth solution to the Hamilton-Jacobi type equation arising in nonlinear discrete-time H,-control provided that a solution to the Riccati equation associated to the linear approximated problem is available. An approximated solution of the Hamilton-Jacobi type equation can be then iteratively computed making use of algebraic expansions.| File | Dimensione | Formato | |
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