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Titlebook: Boundary Synchronization for Hyperbolic Systems; Tatsien Li,Bopeng Rao Book 2019 Springer Nature Switzerland AG 2019 Partial Differential

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Exactly Synchronizable States by ,-GroupsWhen system (I) possesses the exact boundary synchronization by .-groups, the corresponding exactly synchronizable states by .-groups will be studied in this chapter.
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Approximate Boundary Null ControllabilityIn this chapter, we will define the approximate boundary null controllability for system (I) and the .-observability for the adjoint problem, and show that these two concepts are equivalent to each other. Moreover, the corresponding Kalman’s criterion is introduced and studied.
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Approximate Boundary SynchronizationThe approximate boundary synchronization is defined and studied in this chapter for system (I) with Dirichlet boundary controls.
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Approximate Boundary Synchronization by ,-GroupsThe approximate boundary synchronization by .-groups is introduced and studied in this chapter for system (I) with Dirichlet boundary controls.
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Exact Boundary Synchronization and Non-exact Boundary SynchronizationIn the case of partial lack of boundary controls, we consider the exact boundary synchronization and the non-exact boundary synchronization in this chapter for system (II) with Neumann boundary controls.
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A. E. Willner,C. J. Rabiner so bedarf dieses Vorgehen zumindest einer Begründung. Wissenschaftliche Untersuchungen gehen gewöhnlich von der phänomenologischen Schichte aus und schreiten allmählich zur Deutung und Erklärung; die Frage nach dem „Sinn“ des Erforschten wird in den physikalischen Wissenschaften überhaupt nicht ges
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