The linear time invariant system is represented by the state space model as

\(\frac{dX}{dt}\) = AX + BU

Y = CX + DU

where A is (consider n = number of state variables, m = number of inputs, p = number of outputs):

1
input matrix (n×m)
2
transmission matrix (p×m)
3
output matrix (p×n)
4
system matrix (n×n)

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