The detectability of topology variations in dynamical networks is studied in [1]. This note points out that Proposition 2 and Theorem 4 of [1], which provide network-theoretic conditions for discerning topology variations, require a stronger assumption than controllability of the subsystem dynamics.
Comment on ‘Detecting Topology Variations in Networks of Linear Dynamical Systems’ / Roy S.; Xue M.; Battistelli G.; Tesi P.. - In: IEEE TRANSACTIONS ON CONTROL OF NETWORK SYSTEMS. - ISSN 2325-5870. - STAMPA. - 7:(2020), pp. 187-188. [10.1109/TCNS.2019.2913556]
Comment on ‘Detecting Topology Variations in Networks of Linear Dynamical Systems’
Battistelli G.;Tesi P.
2020
Abstract
The detectability of topology variations in dynamical networks is studied in [1]. This note points out that Proposition 2 and Theorem 4 of [1], which provide network-theoretic conditions for discerning topology variations, require a stronger assumption than controllability of the subsystem dynamics.
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