Abstract
Using the Hilbert Uniqueness Method, we study the problem of exact controllability in Neumann boundary conditions for problems of transmission of the wave equation. We prove that this system is exactly controllable for all initial states in L2(Omega) x (H1(Omaga))'.
Publication Details
This article was originally published as Liu, W and Williams, GH, Exact Neumann boundary controllability for problems of transmission of the wave equation, Glasgow Mathematical Journal, 41, 1999, 125-139. Copyright Glasgow Mathematical Journal Trust. Original journal available here.