Abstract
In this paper, we focus on the output regulation problem with dissipative property for a class of switched stochastic delay systems via average dwell time (ADT) approach. Dissipativity reduces the conservatism by considering the energy change of external input. A auxiliary matrix is introduced to weaken the general constraint on dissipativity parameter matrixes. Less conservative conditions are established when the state is measurable and unmeasurable, respectively. Finally, one numerical example is presented to verify the feasibility and validity of our conditions.
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