Abstract

Abstract This paper considers the global robustness of max-plus linear systems and investigates the global robustness with q-step delay, which requires the states keep unchanged under the bounded parameter perturbations after finite number of activities. For a class of stable max-plus linear systems, the variable elements with respect to the global robustness with q-step delay are found out under arbitrary initial states based on a graph method. A numerical example and its simulation are presented to illustrate the results.

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