Most practical systems have multiple inputs and multiple outputs, and
the applicability of neural networks as practical adaptive controllers
will eventually be judged by their success in multivariable problems.
The representation, identification, and control of nonlinear multivar
iable systems are rendered difficult by the coupling as well as the de
lays that exist between the inputs and outputs. In the first part of t
he paper, theoretical questions related to system representation and e
xistence of a desired control input are discussed. The second part of
the paper develops a design methodology using neural networks. It is s
hown that under appropriate conditions, it may be possible to design e
fficient neural controllers for nonlinear multivariable systems for wh
ich linear controllers are inadequate.