Abstract
An H∞-γ-suboptimal strongly robust performance problem (H∞-γ-SSRPP), for a class of linear systems with multiple time delays and parameter uncertainties is considered in this paper. A set of necessary and sufficient conditions for the existence of control laws that achieve the above mentioned strongly robust performance is derived and characterized in terms of the solutions of three well-defined linear matrix inequalities (LMIs). An explicit parameterization of these laws is also provided.
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