Zijun Cai

Papers

Total Citations

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About

Dr. Zijun Cai is a leading figure in the field of multi-robot systems and nonlinear control theory, with a particular focus on the formation control of nonholonomic mobile robots. His most influential work, "Backstepping based multiple mobile robots formation control" (2005, 62 citations), introduced a groundbreaking Cartesian-coordinate kinematics model for leader-follower systems, departing from the traditional polar coordinate approach. This innovation enabled more intuitive and stable formation control, directly addressing the complex nonlinear dynamics inherent in wheeled robots. By applying backstepping techniques, Dr. Cai provided a rigorous framework for ensuring that follower robots maintain precise relative positions to a leader, even under challenging constraints. His contributions have become foundational for researchers working on swarm robotics, autonomous vehicle platooning, and cooperative manipulation. With over 60 citations on this single paper, his work continues to influence modern developments in decentralized control and multi-agent coordination, making him a respected authority in the intersection of robotics and control engineering.