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

使困惑

變態(tài)

Low-Level Radio Frequency SystemsIn 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.

HILAR

暫時(shí)過(guò)來(lái)

Thomas D. Bostock,Ralph G. ScurlockWhen system (II) possesses the exact boundary synchronization by .-groups, the corresponding exactly synchronizable states by .-groups will be studied in this chapter.

KIN

Introduction and Overview,An introduction and overview of the whole book can be found in this chapter.

虛假

沉積物

Exact Boundary Controllability and Non-exact Boundary ControllabilitySince the exact boundary synchronization on a finite time interval is closely linked with the exact boundary null controllability, we first consider the exact boundary null controllability and the non-exact boundary null controllability for system (I) of wave equations with Dirichlet boundary controls in this chapter.

KEGEL

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 (I) with Dirichlet boundary controls.

常到

Exactly Synchronizable StatesWhen system (I) possesses the exact boundary synchronization, the corresponding exactly synchronizable states will be studied in this chapter.

Militia

Exact Boundary Synchronization by?GroupsThe exact boundary synchronization by groups will be considered in this chapter for system (I) with further lack of Dirichlet boundary controls.