[1] Antonelli, G.:
Interconnected dynamic systems: An overview on distributed control. IEEE Control Systems 33 (2013), 1, 76-88.
DOI |
MR 3044267
[2] Bakule, L.:
Decentralized control: Status and outlook. Ann. Rev. Control 38 (2014), 71-80.
DOI
[3] Bakule, L., Sen, M. de la, Papík, M., Rehák, B.: Decentralized stabilization of complex systems with delayed feedback. In: Proc. 13th IFAC Symposium on Large Scale Complex Systems: Theory and Applications LSS, Shanghai 2013, pp. 31-36.
[4] Bakule, L., Sen, M. De la, Papík, M., Rehák, B.: Decentralized stabilization of symmetric systems with delayed observer-based feedback. In: Proc. American Control Conference 2013, pp. 6679-6684.
[5] Bakule, L., Rehák, B., Papík, M.:
Decentralized H-infinity control of complex systems with delayed feedback. Automatica 67 (2016), 127-131.
DOI |
MR 3471755
[6] Chen, N., Zhai, G., Gui, W., Yang, C., Liu, W.:
Decentralized H$_\infty$ quantisers design for uncertain interconnected networked systems. IET Control Theory Appl. 4 (2010), 177-185.
DOI |
MR 2640374
[7] Demir, O., Lunze, J.: Networked control of symmetrically interconnected systems. In: Proc. 19th Mediterranean Conference on Control and Automation, Corfu 2011, pp. 1014-1021, Corfu.
[8] Demir, O., Lunze, J., Otte, P.: Analogies in the controller design for multi-agent and physically interconnected systems with identical subsystems. In: 20th Mediterranean Conference on Control Automation (MED) 2012, pp. 1037-1042.
[9] Fridman, E.:
Introduction to Time-Delay Systems. Birkhäuser, Basel 2015.
MR 3237720
[10] Hou, W., Fu, M., Zhang, H., Wu, Z.:
Consensus conditions for general second-order multi-agent systems with communication delay. Automatica 75 (2017), 293-298.
DOI |
MR 3582183
[11] Khalil, H.:
Nonlinear Systems. Prentice Hall, New Jersey 2001.
Zbl 1194.93083
[12] Li, Z., Duan, Z., Chen, G., Huang, L.:
Consensus of multiagent systems and synchronization of complex networks: A unified viewpoint. IEEE Trans. Circuits Systems I: Regular Papers 57 (2010), 1, 213-224.
DOI 10.1109/TCSI.2009.2023937 |
MR 2729823
[13] Lin, P., Qin, K., Zhao, H., Sun, M.:
A new approach to average consensus problems with multiple time-delays and jointly-connected topologies. J. Franklin Inst. 349 (2012), 1, 293-304.
DOI |
MR 2874739
[14] Lunze, J.: Feedback Control of Large-Scale Systems. Prentice Hall, Hemel Hempstead 1992.
[15] Meng, Z., Yang, T., Li, G., Ren, W., Wu, D.:
Synchronization of coupled dynamical systems: Tolerance to weak connectivity and arbitrarily bounded time-varying delays. IEEE Trans. Automat. Control 63 (2018), 6, 1791-1797.
DOI |
MR 3807661
[16] Ni, W., Cheng, D.:
Leader-following consensus of multi-agent systems under fixed and switching topologies. Systems Control Lett. 59 (2010), 3, 209-217.
DOI |
MR 2642259
[17] Petrillo, A., Salvi, A., Santini, S., Valente, A. S.:
Adaptive synchronization of linear multi-agent systems with time-varying multiple delays. J. Franklin Inst. 354 (2017), 18, 8586-8605.
DOI |
MR 3732306
[18] Qian, W., Gao, Y., Wang, L., Fei, S.:
Consensus of multiagent systems with nonlinear dynamics and time-varying communication delays. Int. J. Robust Nonlinear Control 29 (2019), 6, 1926-1940.
DOI |
MR 3934402
[19] Rehák, B.:
Observer design for a time delay system via the Razumikhin approach. Asian J. Control 19 (2017), 6, 2226-2231.
DOI 10.1002/asjc.1507 |
MR 3730209
[20] Rehák, B.:
Wirtinger inequality-based control design for an interconnected large-scale system with sampled controls. In: 2019 Chinese Control Conference (CCC), pp. 09-1014.
DOI
[21] Rehák, B., Lynnyk, V.:
Network-based control of nonlinear large-scale systems composed of identical subsystems. J. Franklin Inst. 356 (2018).
MR 3912566
[22] Rehák, B., Lynnyk, V.:
Decentralized networked stabilization of a nonlinear large system under quantization. IFAC-PapersOnLine 52 (2019), 20, 49-54.
DOI 10.1016/j.ifacol.2019.12.144
[23] Rehák, B., Lynnyk, V.:
Synchronization of nonlinear complex networks with input delays and minimum-phase zero dynamics. In: 19th International Conference on Control, Automation and Systems (ICCAS), IEEE 2019, pp. 759-764.
DOI
[24] Rehák, B., Lynnyk, V.: Synchronization of symmetric complex networks with heterogeneous time delays. In: 22nd International Conference on Process Control (PC19), 2019, pp. 68-73.
[25] Rehák, B., Lynnyk, V.:
Consensus of a multi-agent system with heterogeneous delays. Kybernetika 56 (2020), 363-381.
DOI |
MR 4103722
[26] Rehák, B., Lynnyk, V.:
Synchronization of multi-agent systems with directed topologies and heterogeneous delays. In: European Control Conference (ECC), IEEE 2020, pp. 1671-1676.
DOI |
MR 4103722
[27] Rehák, B., Lynnyk, V.:
Leader-following synchronization of a multi-agent system with heterogeneous delays. Frontiers Inform. Technol. Electronic Engrg. 22 (2021), 1, 97-106.
DOI |
MR 4103722
[28] Rehák, B., Lynnyk, V.:
Approximate synchronization of complex network consisting of nodes with minimum-phase zero dynamics and uncertainties. IEEE Access 10 (2022), 35352-35362.
DOI
[29] Rehák, B., Lynnyk, V., Čelikovský, S.:
Consensus of homogeneous nonlinear minimum-phase multi-agent systems. IFAC-PapersOnLine 51 (2018), 13, 223-228.
DOI 10.1016/j.ifacol.2018.07.282
[30] Wang, D., Wang, Z., Chen, M., Wang, W.:
Distributed optimization for multi-agent systems with constraints set and communication time-delay over a directed graph. Inform. Sci. 438 (2018), 1-14.
DOI |
MR 3765747
[31] Wang, H.:
Consensus of networked mechanical systems with communication delays: A unified framework. IEEE Trans. Automat. Control 59 (2014), 6, 1571-1576.
DOI |
MR 3225230
[32] Zhang, L., Orosz, G.:
Consensus and disturbance attenuation in multi-agent chains with nonlinear control and time delays. Int. J. Robust Nonlinear Control 27 (2017), 5, 781-803.
DOI |
MR 3608606
[33] Zhang, M., Saberi, A., Stoorvogel, A. A.:
Synchronization in the presence of unknown, nonuniform and arbitrarily large communication delay. Europ. J. Control 38 (2017), :63-72.
DOI |
MR 3719912