The following publications are possibly variants of this publication:
- Group Consensus in Finite Time for Fractional Multiagent Systems With Discontinuous Inherent Dynamics Subject to Hölder GrowthYuqing Zhang, Huaiqin Wu, Jinde Cao. tcyb, 52(6):4161-4172, 2022. [doi]
- Global Mittag-Leffler consensus for fractional singularly perturbed multi-agent systems with discontinuous inherent dynamics via event-triggered control strategyYuqing Zhang, Huaiqin Wu, Jinde Cao. jfi, 358(3):2086-2114, 2021. [doi]
- Finite-time consensus for multi-agent networks with unknown inherent nonlinear dynamicsYongcan Cao, Wei Ren 0001. automatica, 50(10):2648-2656, 2014. [doi]
- Finite-time consensus for second-order multi-agent networks with inherent nonlinear dynamics under an undirected fixed graphYongcan Cao, Wei Ren 0001. cdc 2010: 3452-3457 [doi]
- Finite-time consensus for second-order systems with unknown inherent nonlinear dynamics under an undirected switching graphYongcan Cao, Wei Ren 0001. amcc 2012: 26-31 [doi]
- Consensus for multi-agent systems with inherent nonlinear dynamics under directed topologiesKaien Liu, Guangming Xie, Wei Ren, Long Wang. scl, 62(2):152-162, 2013. [doi]
- Consensus for second-order multi-agent systems with inherent nonlinear dynamics under directed topologiesKaien Liu, Guangming Xie, Long Wang. icarcv 2012: 13-18 [doi]
- Global Nonfragile Synchronization in Finite Time for Fractional-Order Discontinuous Neural Networks With Nonlinear Growth ActivationsXiao Peng, Huaiqin Wu, Jinde Cao. tnn, 30(7):2123-2137, 2019. [doi]
- Finite-time consensus of multi-agent networks with inherent nonlinear dynamics under an undirected interaction graphYongcan Cao, Wei Ren 0001, Fei Chen 0008, Guangdeng Zong. amcc 2011: 4020-4025 [doi]