Exact controllability of wave equations on a circle
arXiv:0912.5018
Abstract
In this paper, we investigate the two-point boundary value problems for linear wave equation defined on a circle and prove that the equation possesses the exact controllability. We also investigate the two-point boundary value problems for the wave equation defined on a strip with Dirichlet or Neumann boundary conditions and show that the equation still possesses the exact controllability. see arXiv:0910.5782v1
arXiv comment36 pages, 1 figure, see arXiv:0910.5782v1