Iterative identification and control using a weighted q-Markov cover with measurement noise
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abstract
An identifiability result determines whether there exists a linear time-invariant model capable of matching certain input/output data observed from experiments with measurement noise. If no match is possible, a method is presented to find the closest linear model to the data. A weighted q-Markov COVER method is introduced for identification with measurement noise. These results are used to develop an iterative closed-loop identification/control design algorithm.