Abstract
This paper considers control of nonstationary linear parameter-varying systems, and is motivated by interest in the control of nonlinear system along prespecified trajectories. In the paper, synthesis conditions are derived for such systems using an operator theoretic framework with the /spl Bscr/ induced norm as the performance measure. These conditions are given in terms of structured operator inequalities. In general, evaluating the validity of these conditions is an infinite dimensional convex optimization problem; however, if the initial system is eventually periodic, they reduce to a finite dimensional semi-definite programming problem, and are thus readily verified.
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