Zhende Ke

11 papers B 1Journal 5Unranked 5
YearRankTypeTitle / Venue / Authors
2014 B conf
Case study of Zhang matrix inverse for different ZFs leading to different nets.
IJCNN
Dongsheng Guo, Binbin Qiu, Zhende Ke, Zhi Yang, Yunong Zhang
2013 J jnl
Different Zhang functions leading to different ZNN models illustrated via time-varying matrix square roots finding.
Expert Syst. Appl.
Yunong Zhang, Weibing Li, Dongsheng Guo, Zhende Ke
2013 J jnl
Discrete-time ZD, GD and NI for solving nonlinear time-varying equations.
Numer. Algorithms
Yunong Zhang, Zhen Li, Dongsheng Guo, Zhende Ke, Pei Chen
2013 J jnl
Solving for time-varying and static cube roots in real and complex domains via discrete-time ZD models.
Neural Comput. Appl.
Yunong Zhang, Zhende Ke, Dongsheng Guo, Fen Li
2012 — conf
Discrete-Time ZNN Algorithms for Time-Varying Quadratic Programming Subject to Time-Varying Equality Constraint.
ISNN (1)
Zhende Ke, Yiwen Yang, Yunong Zhang
2012 J jnl
Superior performance of using hyperbolic sine activation functions in ZNN illustrated via time-varying matrix square roots finding.
Comput. Sci. Inf. Syst.
Yunong Zhang, Long Jin, Zhende Ke
2011 — conf
Comparison on Continuous-Time Zhang Dynamics and Newton-Raphson Iteration for Online Solution of Nonlinear Equations.
ISNN (1)
Yunong Zhang, Zhende Ke, Zhan Li, Dongsheng Guo
2010 — conf
Convergence analysis of Zhang neural networks solving time-varying linear equations but without using time-derivative information.
ICCA
Yunong Zhang, Yanyan Shi, Yiwen Yang, Zhende Ke
2010 — conf
More than Newton iterations generalized from Zhang neural network for constant matrix inversion aided with line-search algorithm.
ICCA
Yunong Zhang, Dongsheng Guo, Chenfu Yi, Lingfeng Li, Zhende Ke
2010 — conf
Quadratic-programming based self-motion planning with no target-configuration assigned for planar robot arms.
ICCA
Yunong Zhang, Yan Huang, Binghuang Cai, Dongsheng Guo, Zhende Ke
2010 J jnl
Time-varying square roots finding via Zhang dynamics versus gradient dynamics and the former's link and new explanation to Newton-Raphson iteration.
Inf. Process. Lett.
Yunong Zhang, Zhende Ke, Peng Xu, Chenfu Yi