1 |
Stabilizability and Controllability of Spatially Invariant PDE Systems Curtain RF IEEE Transactions on Automatic Control, 60(2), 383, 2015 |
2 |
Riccati equations for second order spatially invariant partial differential systems Curtain RF Automatica, 48(1), 139, 2012 |
3 |
Block circulant and block Toeplitz approximants of a class of spatially distributed systems-An LQR perspective Iftime OV Automatica, 48(12), 3098, 2012 |
4 |
Design of optimal controllers for spatially invariant systems with finite communication speed Fardad M, Jovanovic MR Automatica, 47(5), 880, 2011 |
5 |
A comparison between LQR control for a long string of SISO systems and LQR control of the infinite spatially invariant version Curtain R, Iftime O, Zwart H Automatica, 46(10), 1604, 2010 |
6 |
A decomposition approach to distributed control of spatially invariant systems Shamma JS, Arslan G IEEE Transactions on Automatic Control, 51(4), 701, 2006 |
7 |
On the ill-posedness of certain vehicular platoon control problems Jovanovic MR, Bamieh B IEEE Transactions on Automatic Control, 50(9), 1307, 2005 |
8 |
Distributed control of spatially invariant systems Bamieh B, Paganini F, Dahleh MA IEEE Transactions on Automatic Control, 47(7), 1091, 2002 |