Abstract

The necessary and sufficient conditions for linearization via state space change of coordinates and for (static) feedback linearization via nonsingular state feedback and change of coordinates are recalled from[15], [23], [9], [13] and discussed. For those nonlinear systems which are not feedback linearizable, the determination of the largest feedback linearizable subsystem is discussed and the main results from [16] and [18]are recalled. Finally the problem of dynamic feedback linearization via nonsingular dynamic state feedback and extended state space change of coordinates is posed and recent results from [3], [4], [5] are stated and discussed.

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