  We present a version of the classical Floquet-Lyapunov theorem for
$\omega-$periodic nonautonomous linear (impulsive and non-impulsive)
differential equations with piecewise constant arguments of generalized type
(in short, IDEPCAG or DEPCAG). We have proven that the nonautonomous linear
IDEPCAG is kinematically similar to an autonomous linear ordinary differential
equation. We have also provided some examples to demonstrate the effectiveness
of our results.
