“…The linear parameter varying (LPV) framework is widely applicable for equivalently or approximately modeling of time-varying or nonlinear dynamic behaviors of control systems [1]. Various methods are employed to convert control systems into LPV systems [1]. Among these methods, performing exact mathematical transformations to model nonlinear dynamics in varying parameters [2], approximating the Jacobian linearization of nonlinear systems around some equilibrium interest points [3], and exploiting data-driven identification [4] have gained the utmost importance.…”