) -regularity of the boundary to boundary operator for hyperbolic and petrowski pdes

HIGHLIGHTS

• who: AND PETROWSKI PDEs et al. from the Russell also for infinite-dimensional systems [65, ]It has since been openly invoked in the literature of boundary control for PDE many times, including the first case of a boundary controllability result of the wave equation with Neumann control, in the energy space H , (Ω) × , (Ω), obtained in [7]. By the way, in the spirit of the content of Section, this "principle" turned out to be a not so sound strategy as it traded the generally easier exact controllability problem with the generally harder uniform stabilization result. (c) The statement reported . . .
  

   

  

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