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·170· 智能系统学报 第14卷 Automation.Lijiang,China:IEEE,2015:852-855 ulators based on error minimization[J].Information sci- [4]ZANG Wenke,REN Liyan,ZHANG Wenqian,et al.A ences..2013,222:528-543 cloud model based DNA genetic algorithm for numerical [14]JIA Weikuan,ZHAO Dean,DING Ling.An optimized optimization problems[J].Future generation computer sys- RBF neural network algorithm based on partial least tems,2018,81:465-477. squares and genetic algorithm for classification of small [5]ALSHRAIDEH M A.Multiple-population genetic al- sample[J].Applied soft computing,2016,48:373-384. gorithm for solving min-max optimization problems[J].In- [15]ZAPLANA I,BASANEZ L.A novel closed-form solu- ternational review on computers and software,2015,10(1): tion for the inverse kinematics of redundant manipulators 9-19. through workspace analysis[J].Mechanism and machine [6]林明,王冠,林永才.改进的遗传算法在机器人逆解中的 theory,2018,121:829-843. 应用.江苏科技大学学报(自然科学版),2012,26(4): [16]赵建强,刘满禄,王姮.基于PSO优化BP神经网络的 370-375. 逆运动学求解研究[J].自动化与仪表,2016,31(11): LIN Ming,WANG Guan,LIN Yongcai.Robot inverse kin- 1-6. ematics based on improved genetic algorithm[J.Journal of ZHAO Jiangiang,LIU Manlu,WANG Heng.Research on Jiangsu university of science and technology (natural sci- inverse kinematics solution of BP neural network based ence edition),2012,26(4):370-375. on PSO optimization[J].Automation and instrumentation, [7]AYYILDIZ M,CETINKAYA K.Comparison of four dif- 2016,31(11):1-6. ferent heuristic optimization algorithms for the inverse kin- [17刀乔俊飞,安茹,韩红桂.基于相对贡献指标的自组织 ematics solution of a real 4-DOF serial robot mani- RBF神经网络的设计.智能系统学报,2018,13(2): pulator[J].Neural computing and applications,2016,27(4): 159-167. 825-836 [8]STARKE S,HENDRICH N,MAGG S,et al.An efficient QIAO Junfei,AN Ru,HAN Honggui.Design of self-or- ganizing RBF neural network based on relative contribu- hybridization of Genetic Algorithms and Particle Swarm tion index[J.CAAl transactions on intelligent systems, Optimization for inverse kinematics[Cl//Proceedings of the 2018,13(2:159-167 2016 IEEE International Conference on Robotics and Bio- mimetics.Qingdao,China:IEEE,2017:1782-1789. 作者简介: [9]HALALI M A,AZARI V,ARABLOO M,et al.Applica- 张毅,男,1966年生,教授,主要 tion of a radial basis function neural network to estimate 研究方向为智能机器人、数据融合、信 pressure gradient in water-oil pipelines[J].Journal of the 息无障碍技术。主持国家、省部级以 Taiwan institute of chemical engineers,2016,58:189-202. 及产学研等各种项目10余项。发表 学术论文100余篇,被SCI、EI和ISTP [10]CHIDDARWAR S S,BABU N R.Comparison of RBF 收录30余篇。出版著作5部。 and MLP neural networks to solve inverse kinematic problem for 6R serial robot by a fusion approach[J].En- gineering applications of artificial intelligence,2010, 刘芳君,女,1990年生,硕士研究 23(7):1083-1092. 生,主要研究方向为工业机器人轨迹 [11]ZUBIZARRETA A.LARREA M.IRIGOYEN E,et al. 规划。 Real time direct kinematic problem computation of the 3PRS robot using neural networks[J].Neurocomputing, 2017,271:104-114 [12]TOSHANI H,FARROKHI M.Real-time inverse kin- 胡磊.男,1994年生,硕士研究 ematics of redundant manipulators using neural networks 生,主要研究方向为工业机器人运动 and quadratic programming:a Lyapunov-based 学控制。 approach[J].Robotics and autonomous systems,2014, 62(6:766-781 [13]KOKER R.A genetic algorithm approach to a neural-net- work-based inverse kinematics solution of robotic manip-Automation. Lijiang, China: IEEE, 2015: 852–855. ZANG Wenke, REN Liyan, ZHANG Wenqian, et al. A cloud model based DNA genetic algorithm for numerical optimization problems[J]. Future generation computer sys￾tems, 2018, 81: 465–477. [4] ALSHRAIDEH M A. Multiple-population genetic al￾gorithm for solving min-max optimization problems[J]. In￾ternational review on computers and software, 2015, 10(1): 9–19. [5] 林明, 王冠, 林永才. 改进的遗传算法在机器人逆解中的 应用[J]. 江苏科技大学学报(自然科学版), 2012, 26(4): 370–375. LIN Ming, WANG Guan, LIN Yongcai. Robot inverse kin￾ematics based on improved genetic algorithm[J]. Journal of Jiangsu university of science and technology (natural sci￾ence edition), 2012, 26(4): 370–375. [6] AYYILDIZ M, ÇETINKAYA K. Comparison of four dif￾ferent heuristic optimization algorithms for the inverse kin￾ematics solution of a real 4-DOF serial robot mani￾pulator[J]. Neural computing and applications, 2016, 27(4): 825–836. [7] STARKE S, HENDRICH N, MAGG S, et al. An efficient hybridization of Genetic Algorithms and Particle Swarm Optimization for inverse kinematics[C]//Proceedings of the 2016 IEEE International Conference on Robotics and Bio￾mimetics. Qingdao, China: IEEE, 2017: 1782–1789. [8] HALALI M A, AZARI V, ARABLOO M, et al. Applica￾tion of a radial basis function neural network to estimate pressure gradient in water-oil pipelines[J]. Journal of the Taiwan institute of chemical engineers, 2016, 58: 189–202. [9] CHIDDARWAR S S, BABU N R. Comparison of RBF and MLP neural networks to solve inverse kinematic problem for 6R serial robot by a fusion approach[J]. En￾gineering applications of artificial intelligence, 2010, 23(7): 1083–1092. [10] ZUBIZARRETA A, LARREA M, IRIGOYEN E, et al. Real time direct kinematic problem computation of the 3PRS robot using neural networks[J]. Neurocomputing, 2017, 271: 104–114. [11] TOSHANI H, FARROKHI M. Real-time inverse kin￾ematics of redundant manipulators using neural networks and quadratic programming: a Lyapunov-based approach[J]. Robotics and autonomous systems, 2014, 62(6): 766–781. [12] KÖKER R. A genetic algorithm approach to a neural-net￾work-based inverse kinematics solution of robotic manip- [13] ulators based on error minimization[J]. Information sci￾ences, 2013, 222: 528–543. JIA Weikuan, ZHAO Dean, DING Ling. An optimized RBF neural network algorithm based on partial least squares and genetic algorithm for classification of small sample[J]. Applied soft computing, 2016, 48: 373–384. [14] ZAPLANA I, BASANEZ L. A novel closed-form solu￾tion for the inverse kinematics of redundant manipulators through workspace analysis[J]. Mechanism and machine theory, 2018, 121: 829–843. [15] 赵建强, 刘满禄, 王姮. 基于 PSO 优化 BP 神经网络的 逆运动学求解研究[J]. 自动化与仪表, 2016, 31(11): 1–6. ZHAO Jianqiang, LIU Manlu, WANG Heng. Research on inverse kinematics solution of BP neural network based on PSO optimization[J]. Automation and instrumentation, 2016, 31(11): 1–6. [16] 乔俊飞, 安茹, 韩红桂. 基于相对贡献指标的自组织 RBF 神经网络的设计[J]. 智能系统学报, 2018, 13(2): 159–167. QIAO Junfei, AN Ru, HAN Honggui. Design of self-or￾ganizing RBF neural network based on relative contribu￾tion index[J]. CAAI transactions on intelligent systems, 2018, 13(2): 159–167. [17] 作者简介: 张毅,男,1966 年生,教授,主要 研究方向为智能机器人、数据融合、信 息无障碍技术。主持国家、省部级以 及产学研等各种项目 10 余项。发表 学术论文 100 余篇,被 SCI、EI 和 ISTP 收录 30 余篇。出版著作 5 部。 刘芳君,女,1990 年生,硕士研究 生,主要研究方向为工业机器人轨迹 规划。 胡磊,男,1994 年生,硕士研究 生,主要研究方向为工业机器人运动 学控制。 ·170· 智 能 系 统 学 报 第 14 卷
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