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Universal tracking control is investigated in the context of a class of -input, -output dynamical systems modelled by functional differential equations. The class encompasses a wide variety of nonlinear and infinite-dimensional systems and contains – as a prototype subclass – all finite-dimensional linear single-input single-output minimum-phase systems with positive high-frequency gain. The control objective is to ensure that, for an arbitrary -valued reference signal of class (absolutely...
Universal tracking control is investigated in the context of a
class of -input, -output dynamical systems modelled by
functional differential equations. The class
encompasses a wide variety of nonlinear and infinite-dimensional
systems and contains – as a prototype subclass – all
finite-dimensional linear single-input single-output minimum-phase
systems with positive high-frequency gain. The control objective
is to ensure that, for an arbitrary -valued reference signal
of class
...
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