Abstract
This paper considers the computations associated with stability analysis for linear repetitive systems and, in particular, the so-called differential non-unit memory sub-class which are of direct industrial relevance. The results presented consist of basic algorithms for hypercube based parallel computation of a frequency response matrix which is, in effect, the basis of one set of stability tests for this case. Further, some possible areas for further development of these highly promising initial results are briefly discussed.
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