In this paper, we continue our work on the model reduction of nonstationary linear parameter-varying (NLPV) systems. Specifically, we (a) derive finite error bounds for eventually periodic systems; and (b) provide a general result on the reduction of NLPV models. The first contribution is readily computed using semidefinite programming. The work is motivated by the desire to analyze and control nonlinear systems along prespecified trajectories.
ASJC Scopus subject areas
- Electrical and Electronic Engineering