Abstract (EN):
We present a reduction procedure for separable state/drivingvariable (SDV) representations of l<inf>2</inf> 2D systems. These representations can describe a broader class of systems than the classical 2D input/state/output (ISO) models; moreover, similarly to what happens for separable Roesser models, they have the advantage of being decomposable into two 1D state representations (one of which is a SDV representation and the other is regarded as being ISO). Following the ideas developped in [2] for separable Roesser models, our reduction procedure is based on the separate balancing of these two 1D representations.
Language:
English
Type (Professor's evaluation):
Scientific