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A new class of multi-stable neural networks: Stability analysis and learning process

机译:一类新的多稳态神经网络:稳定性分析和学习过程

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摘要

Recently, multi-stable Neural Networks (NN) with exponential number of attractors have been presented and analyzed theoretically; however, the learning process of the parameters of these systems while considering stability conditions and specifications of real world problems has not been studied. In this paper, a new class of multi-stable NNs using sinusoidal dynamics with exponential number of attractors is introduced. The sufficient conditions for multi-stability of the proposed system are posed using Lyapunov theorem. In comparison to the other methods in this class of multi-stable NNs, the proposed method is used as a classifier by applying a learning process with respect to the topological information of data and conditions of Lyapunov multi-stability. The proposed NN is applied on both synthetic and real world datasets with an accuracy comparable to classical classifiers. (C) 2015 Elsevier Ltd. All rights reserved.
机译:最近,已经在理论上介绍和分析了具有指数率吸引子的多稳态神经网络(NN); 然而,尚未研究这些系统参数的学习过程,同时考虑到稳定条件和现实世界问题的规范。 本文介绍了一种新的使用正弦动态的新类多稳态NN,具有指数呈现的吸引子。 使用Lyapunov定理构成所提出的系统的多稳定性的充分条件。 与该类别的多稳态NN中的其他方法相比,通过对Lyapunov多稳定性的数据和条件的拓扑信息应用学习过程,将所提出的方法用作分类器。 所提出的NN应用于合成和现实世界数据集,精度可与古典分类器相当。 (c)2015 Elsevier Ltd.保留所有权利。

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