par Renders, Jean-Michel 
;Saerens, Marco ;Bersiru, Hugues
Référence Colloquium - Institution of Electrical Engineers, 136, page (13/1-13/5)
Publication Publié, 1994-01
;Saerens, Marco ;Bersiru, HuguesRéférence Colloquium - Institution of Electrical Engineers, 136, page (13/1-13/5)
Publication Publié, 1994-01
Article révisé par les pairs
| Résumé : | In this paper, we prove the stability of a certain class of nonlinear discrete MIMO (Multi-Input Multi-Output) systems controlled by a multilayer neural net with a simple weight adaptation strategy. The proof is based on the Lyapunov formalism. The stability statement is, however, only valid if the initial weight values are not too far from their optimal values that allow perfect model matching. We therefore propose to initialize the weights with values that solve the linear problem. This extends our previous work (Renders, 1993; Saerens, Renders & Bersini. 1993), where single-input single-output (SISO) systems were considered. |
