| 1421 | -- | 1423 | Panos J. Antsaklis, John Baillieul. Guest Editorial Special Issue on Networked Control Systems |
| 1424 | -- | 1426 | . Scanning the Issue |
| 1427 | -- | 1445 | Graham C. Goodwin, Hernan Haimovich, Daniel E. Quevedo, James S. Welsh. A moving horizon approach to Networked Control system design |
| 1446 | -- | 1452 | Benjamin Recht, Raffaello D'Andrea. Distributed control of systems over discrete Groups |
| 1453 | -- | 1464 | Bruno Sinopoli, Luca Schenato, Massimo Franceschetti, Kameshwar Poolla, Michael I. Jordan, Shankar S. Sastry. Kalman filtering with intermittent observations |
| 1465 | -- | 1476 | J. Alexander Fax, Richard M. Murray. Information flow and cooperative control of vehicle formations |
| 1477 | -- | 1488 | Nicola Elia. When bode meets shannon: control-oriented feedback communication schemes |
| 1489 | -- | 1501 | Stavros Tripakis. Decentralized control of discrete-event Systems With bounded or Unbounded Delay communication |
| 1502 | -- | 1519 | Cédric Langbort, Ramu Sharat Chandra, Raffaello D'Andrea. Distributed control design for systems interconnected over an arbitrary graph |
| 1520 | -- | 1533 | Reza Olfati-Saber, Richard M. Murray. Consensus problems in networks of agents with switching topology and time-delays |
| 1534 | -- | 1548 | Fabio Fagnani, Sandro Zampieri. Quantized stabilization of linear systems: complexity versus performance |
| 1549 | -- | 1561 | Sekhar Tatikonda, Anant Sahai, Sanjoy K. Mitter. Stochastic linear control over a communication channel |
| 1562 | -- | 1572 | Luis Antonio Montestruque, Panos J. Antsaklis. Stability of model-based networked control systems with time-varying transmission times |
| 1573 | -- | 1584 | Keyong Li, John Baillieul. Robust quantization for digital finite communication bandwidth (DFCB) control |
| 1585 | -- | 1597 | Girish N. Nair, Robin J. Evans, Iven M. Y. Mareels, William Moran. Topological feedback entropy and Nonlinear stabilization |
| 1598 | -- | 1603 | Tunc Simsek, Rahul Jain, Pravin Varaiya. Scalar estimation and control with noisy binary observations |