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时间:2018-09-06 08:21:49来源:作者:阅读:

一、 基本资料





邮箱:lijcit@xynu.edu.cn; 1511895678@qq.com

二、 个人简历


三、 学习工作经历

2010年9月—2014年6月  海南大学  计算机科学与技术  本科

2014年9月—2019年6月  中山大学  计算机科学与技术/信息与通信工程 硕博连读

四、 发表论文

[1] LI Jian, ZHANG Yunong, MAO Mingzhi. General square-pattern discretization formulas via second-order derivative elimination for zeroing neural network illustrated by future optimization[J]. IEEE Transactions on Neural Networks and Learning System, 2019, 30(3): 891-901.(中科院1区)


[2] LI Jian, ZHANG Yunong, LI Shuai, MAO Mingzhi. New discretization formula based zeroing dynamics for real-time tracking control of serial and parallel manipulators[J]. IEEE Transactions on Industrial Informatics, 2018, 14(8): 3416-3425. (中科院1区)


[3] LI Jian, MAO Mingzhi, ZHANG Yunong, QIU Binbin. Different-level algorithms for control of robotic systems, Applied Mathematical Modelling, 2020, 77: 922-933. (中科院1区)


[4] LI Jian, ZHANG Yunong, MAO Mingzhi. Continuous and discrete zeroing neural network for different-level dynamic linear system with robot manipulator control[J]. IEEE Transactions on Systems, Man, and Cybernetics: Systems, accepted. (中科院2区)


[5] LI Jian, MAO Mingzhi, UHLIG Frank, ZHANG Yunong. Z-type neural-dynamics for time-varying nonlinear optimization under a linear equality constraint with robot application[J]. Journal of Computational and Applied Mathematics, 2018, 327: 155-166. (中科院2区)


[6] LI Jian, ZHANG Yunong, MAO Mingzhi. Five-instant type discrete-time ZND solving discrete time-varying linear system, division and quadratic programming[J]. Neurocomputing, 2019, 331: 323-335. (中科院2区)


[7] LI Jian, MAO Mingzhi, UHLIG Frank, ZHANG Yunong. A 5-instant finite difference formula to find discrete time-varying generalized matrix inverses, matrix inverses, and scalar reciprocals[J]. Numerical Algorithms, 2019, 81: 609-629. (中科院2区)


[8] LI Jian, MAO Mingzhi, ZHANG Yunong, CHEN Dechao, YIN Yonghua. ZD, ZG and IOL controllers and comparisons for nonlinear system output tracking with DBZ problem conquered in different relative-degree cases[J]. Asian Journal of Control, 2017, 19(4): 1482-1495. (中科院4区)


[9] LI Jian, MAO Mingzhi, ZHANG Yunong. Simpler ZD-achieving controller for chaotic systems synchronization with parameter perturbation, model uncertainty and external disturbance as compared with other controllers[J]. Optik, 2017, 131: 364-373. (中科院4区)