References
- Case , KM and Zweifel , PF . 1967 . Linear Transport Theory , Reading, MA : Addison-Wesley .
- Lasota , A and Mackey , MC . 1994 . Chaos, Fractals, and Noise: Stochastic Aspects of Dynamics , New York : Springer-Verlag .
- Rantzer , A . 2001 . A dual to Lyapunov's stability theorem . Syst. Control Lett. , 42 : 161 – 168 .
- Rajaram , R , Vaidya , U and Fardad , M . 2007 . Connection between almost everywhere stability of an ODE and the advection PDE . Proceeding of the 45th IEEE Conference in Decision and Control, New Orleans , : 5880 – 5885 .
- Russell , DL . 1967 . On Boundary Value Controllability of Linear Symmetric Hyperbolic Systems , 312 – 321 . New York : Academic Press .
- Russell , DL . 1973 . A unified boundary controllability theory for hyperbolic and parabolic partial differential equations . Stud. Appl. Math , 52 : 189 – 211 .
- Lions , JL . 1988 . Exact controllability, stabilization and perturbations for distributed systems . SIAM Rev , 30 : 1 – 68 .
- Lions , JL . 1988 . Controlabilité Exacte Perturbations et Stabilisations de Systèmes Distribués , Paris : Masson .
- Lasiecka , I and Triggiani , R . 1989 . Exact controllability of the wave equation with Neumann boundary control . Appl. Math. Optim , 19 : 243 – 290 .
- Triggiani , R . 1988 . Exact boundary controllability on L 2(Ω) × H −1(Ω) of the wave equation with Dirichlet boundary control acting on a portion of the boundary . Appl. Math. Optim , 18 : 241 – 277 .
- Komornik , V . 1994 . Exact Controllability and Stabilization: The Multiplier Method , Chichester, UK : John Wiley & Sons .
- Bensoussan , A , Da Prato , G , Delfour , MC and Mitter , SK . 1992 . Representation and Control of Infinite Dimensional Systems , Vol. I , Boston : Birkhauser .
- Klibanov , MV and Yamamoto , M . 2007 . Exact controllability of the time-dependent transport equation . SIAM J Control and Optim , 46 ( 6 ) : 2071 – 2195 .
- Klibanov , MV and Pamyatnykh , SE . 2006 . Lipschitz stability of a non-standard problem for the non-stationary transport equation via Carleman estimate . Inverse Probl. , 22 : 881 – 890 .
- Klibanov , MV and Timonov , A . 2004 . Carleman Estimates for Coefficient Inverse Problems and Numerical Applications , The Netherlands : VSP Publications, Utrecht .