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Distributed parameter systems are systems whose state space is infinite-dimensional.Modeling,analysis,and control of distributed parameter systems are theoretically challenging and technically important in real-world applications.The minisymposium aim to present the state-of-the-art progress in modeling,analysis,and control of several distributed parameter systems,including 1)modeling for cavitation of membrane shells ; 2)boundary proportional and integral control/regulation of a fluid flow system governed by hyperbolic partial differential equations;3)maximum regularity principle for conservative evolutionary partial differential Equations;4)dissipativity of switched systems using multiple storage functions.