On the Identification of Linear Dyadic Invariant Systems

Abstract
This paper draws attention to the fact that there is a one-to-one correspondence between the theory of linear time-invariant systems and linear dyadic invariant systems. It then proceeds to extend the use of random processes in conjunction with spectral analysis technique to identifying multiple input-multiple output dyadic systems. Emphasis is placed upon the role played by coherence functions in measuring the goodness of the identification.

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