Lunan Zheng
Papers
10
Total Citations
767
H-Index
9
About
Lunan Zheng is a leading researcher in neural dynamics and robotics, specializing in the design of recurrent neural networks (RNNs) for solving time-varying optimization problems. His major contributions center on developing novel varying-parameter convergent-differential neural networks (VP-CDNN) and power-type varying-parameter RNNs, which dramatically improve the speed and robustness of solving time-varying quadratic programming (TVQP) problems. These innovations have direct applications in redundant robot manipulator control, enabling efficient repetitive motion planning and mutual-collision-avoidance for dual-arm cooperative tasks. Zheng’s work is highly influential, with his top-cited paper, "A New Varying-Parameter Convergent-Differential Neural-Network for Solving Time-Varying Convex QP Problem," garnering 187 citations, and three additional papers each exceeding 90 citations. Notably, his 2017 study comparing three RNNs and numerical methods for repetitive motion planning has been cited 185 times, underscoring its impact on robotics. Zheng has also advanced theoretical analysis, including robustness studies of power-type VPNN and integral RNNs for Sylvester equations. His research bridges cutting-edge neural network theory with practical robotic systems, making him a key figure in intelligent control and optimization.
Research Focus
Key Achievements
Top Papers
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- 9A review on varying-parameter convergence differential neural network14 citations · 2022
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