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Autonomicity and the absence of free variables for behaviors over finite rings (2006)

Abstract
The equivalence between autonomicity and the absence of free variables is a well-known result for linear, shift-invariant and complete behaviors over a field. However, this no longer holds for a behavior that does not satisfy one of those properties. In this paper we consider linear, shift-invariant and complete behaviors over $\mathbb{Z}_{p^r}$ and study under which conditions such behaviors are autonomous and/or have no free variables.

Publication details
Download http://purl.org/utwente/66703
Publisher Portuguese Association of Automatic Control
Repository University of Twente (Netherlands)
Type Article in monograph or in proceedings
Relation http://doc.utwente.nl/66703/1/187.pdf