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Concise Discrete ZNN Controllers for End-Effector Tracking and Obstacle Avoidance of Redundant Manipulators., , , и . IEEE Trans. Ind. Informatics, 18 (5): 3193-3202 (2022)From mathematical equivalence such as Ma equivalence to generalized Zhang equivalency including gradient equivalency., , , , и . Theor. Comput. Sci., (2020)Different complex ZFs leading to different complex ZNN models for time-varying complex matrix inversion., , и . ICCA, стр. 1330-1335. IEEE, (2013)Quadratic-programming based self-motion planning with no target-configuration assigned for planar robot arms., , , , и . ICCA, стр. 534-539. IEEE, (2010)Random Scaling of Quasi-Newton BFGS Method to Improve the O(N2)-operation Approximation of Covariance-matrix Inverse in Gaussian Process., , и . ISIC, стр. 452-457. IEEE, (2007)Robot 1LpMD system output control using ZD method with four-state space representation., , , , и . ICSAI, стр. 67-72. IEEE, (2016)Link from ZD control to pascal's triangle illustrated via multiple-integrator systems., , , , и . ICNC-FSKD, стр. 2127-2131. IEEE, (2016)Predicting Potential Years of Most Costly War Involving USA via ASF Approach., , , и . ICNC-FSKD, том 1074 из Advances in Intelligent Systems and Computing, стр. 481-490. Springer, (2019)Multi-start Stochastic Competitive Hopfield Neural Network for p-Median Problem., , , , и . ISNN (1), том 5551 из Lecture Notes in Computer Science, стр. 75-83. Springer, (2009)Solving for Inverse-Like Dynamic Matrices of Variables and Derivatives Using Zhang Neural Dynamics (ZND) Equivalency., , и . ICSAI, стр. 967-972. IEEE, (2019)