Observability, Reconstructibility and State Observers of Boolean Control Networks

By Ettore Fornasini, Maria Elena Valcher. IEEE Transactions on Automatic Control, 2013

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On equivalence of matrices (2016, background): “to solve control problems for those systems. It has then been developed rapidly. This is witnessed by hundredsofresearchpapers.Amultitudeofapplications of STP include (i) logical dynamic systems [6], [17], [30]; (ii) systems biology [49], [19]; (iii) graph theory and formation control [40], [50]; (i”
Output tracking control of Boolean control networks with impulsive effects (2018, background): “Using the vector form of logical variables and setting x̂(t) = ⋉1 i=1x̂i(t) ∈ Δ2n1 and ŷ(t) = ⋉ p i=1ŷi(t) ∈ Δ2p , similar to (9), one can convert (19), (21), and (22) into { x̂(t + 1) = L3x̂(t), ŷ(t) = Ĥx̂(t), (23)”