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Solving for time-varying and static cube roots in real and complex domains via discrete-time ZD models.

, , , and . Neural Comput. Appl., 23 (2): 255-268 (2013)

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Quadratic-programming based self-motion planning with no target-configuration assigned for planar robot arms., , , , and . ICCA, page 534-539. IEEE, (2010)Solving for time-varying and static cube roots in real and complex domains via discrete-time ZD models., , , and . Neural Comput. Appl., 23 (2): 255-268 (2013)More than Newton iterations generalized from Zhang neural network for constant matrix inversion aided with line-search algorithm., , , , and . ICCA, page 399-404. IEEE, (2010)Time-varying square roots finding via Zhang dynamics versus gradient dynamics and the former's link and new explanation to Newton-Raphson iteration., , , and . Inf. Process. Lett., 110 (24): 1103-1109 (2010)Case study of Zhang matrix inverse for different ZFs leading to different nets., , , , and . IJCNN, page 2764-2769. IEEE, (2014)Discrete-Time ZNN Algorithms for Time-Varying Quadratic Programming Subject to Time-Varying Equality Constraint., , and . ISNN (1), volume 7367 of Lecture Notes in Computer Science, page 47-54. Springer, (2012)Convergence analysis of Zhang neural networks solving time-varying linear equations but without using time-derivative information., , , and . ICCA, page 1215-1220. IEEE, (2010)Comparison on Continuous-Time Zhang Dynamics and Newton-Raphson Iteration for Online Solution of Nonlinear Equations., , , and . ISNN (1), volume 6675 of Lecture Notes in Computer Science, page 393-402. Springer, (2011)Different Zhang functions leading to different ZNN models illustrated via time-varying matrix square roots finding., , , and . Expert Syst. Appl., 40 (11): 4393-4403 (2013)Discrete-time ZD, GD and NI for solving nonlinear time-varying equations., , , , and . Numer. Algorithms, 64 (4): 721-740 (2013)