
doi: 10.1002/asjc.2198
AbstractConsider a class of singular Boolean networks, which consist of two parts: difference part and algebraic part. Using the truth matrix of the algebraic part, the trajectories of the networks are obtained and certain properties are investigated. Then the results are extended to Boolean control networks and the controllability of singular Boolean control systems is investigated. Necessary and sufficient conditions are obtained.
Controllability, singular Boolean (control) network, truth matrix, trajectory, Networked control, Boolean control/observation systems, controllability, mix-valued logical (control) network
Controllability, singular Boolean (control) network, truth matrix, trajectory, Networked control, Boolean control/observation systems, controllability, mix-valued logical (control) network
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