Abstract: We obtain a characterization of observability for a class of linear systems which appear in multiagent neural networks research. Due to the connection between mathematical concept of control dynamical systems and cognitive control, there has been growing interest in the descriptive analysis of complex networks with linear dynamics obtaining considerable advances in the description of the properties both structural and dynamical about many aspects from everyday life. Notwithstanding, much less effort has been devoted to studying the observability of the dynamics taking place on them. In this work, a review of observability concepts is presented and provides conditions for observability of the multiagent systems.
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