L
Lin Xiao
Researcher at Hunan Normal University
Publications - 137
Citations - 4397
Lin Xiao is an academic researcher from Hunan Normal University. The author has contributed to research in topics: Artificial neural network & Recurrent neural network. The author has an hindex of 31, co-authored 136 publications receiving 2686 citations. Previous affiliations of Lin Xiao include Jishou University & Sun Yat-sen University.
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Design and Analysis of FTZNN Applied to the Real-Time Solution of a Nonstationary Lyapunov Equation and Tracking Control of a Wheeled Mobile Manipulator
TL;DR: Based on a new evolution formula, a novel finite-time recurrent neural network is proposed and studied for solving a nonstationary Lyapunov equation and the FTZNN model is successfully applied to online tracking control of a wheeled mobile manipulator.
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Cooperative Motion Generation in a Distributed Network of Redundant Robot Manipulators With Noises
TL;DR: In this paper, a distributed scheme is proposed for the cooperative motion generation in a distributed network of multiple redundant manipulators that can simultaneously achieve the specified primary task to reach global cooperation under limited communications among manipulators and optimality in terms of a specified optimization index of redundant robot manipulators.
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A robust and fixed-time zeroing neural dynamics for computing time-variant nonlinear equation using a novel nonlinear activation function
TL;DR: A robust and fixed-time zeroing neural dynamics model is proposed and analyzed for time-variant nonlinear equation (TVNE), and comparative results demonstrate the effectiveness, robustness, and advantage of the RaFT-ZND model for solving TVNE.
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Nonlinear recurrent neural networks for finite-time solution of general time-varying linear matrix equations.
TL;DR: Compared with existing recurrent neural networks, the proposed two nonlinear recurrent networks have a better convergence property (i.e., the upper bound is lower), and thus the accurate solutions of general time-varying LMEs can be obtained with less time.
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A New Varying-Parameter Recurrent Neural-Network for Online Solution of Time-Varying Sylvester Equation
TL;DR: Computer simulation comparisons between the fixed-parameter neural networks and the proposedVP-CDNN via using different kinds of activation functions demonstrate that the proposed VP- CDNN has better convergence and robustness properties.