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A Beta basis function Interval Type-2 Fuzzy Neural Network for time series applications

机译:用于时间序列应用的Beta基函数区间2型模糊神经网络

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The huge complexity and uncertainty in real life requires the use of advanced automatic learning methods to find out better approximators and suitable relationship in real data behavior. Neuro fuzzy systems have been proved to be excellent universal approximators. In this paper we propose a new based function Interval Type-2 Fuzzy Neural Network denoted ”Beta basis function Interval Type-2 Fuzzy Neural Network”, the BIT2FNN. The main idea is to involve type-2 beta fuzzy sets in the design process of fuzzy networks. The proposed architecture is based on beta type-2 fuzzy sets in the antecedent part, while the consequent part achieves the TSK (Takagi–Sugeno–Kang) fuzzy output strategy. Thanks to the beta function flexibility, the network achieve a good performance and shows a good resistance to noisy data. First order derivatives of type-1 and type-2 Beta functions were developed for the first time for designing fuzzy logic systems based on given input–output pairs. The backpropagation algorithm was used for the learning process of antecedent fuzzy beta parameters and the consequent part. The performance of the proposed model of Beta fuzzy logic system is evaluated with mainly two problems of time series applications : the Mackey Glass Chaotic Time-Series prediction problem with different setting of parameters and levels of noise and the ECG heart-rate Time Series monitoring problem.
机译:现实生活中的巨大复杂性和不确定性要求使用先进的自动学习方法来找出更好的逼近器,以及在实际数据行为中的适当关系。神经模糊系统已被证明是出色的通用逼近器。在本文中,我们提出了一种新的基于函数的区间2型模糊神经网络,称为“ Beta基函数区间2型模糊神经网络”,即BIT2FNN。主要思想是在模糊网络的设计过程中涉及2型beta模糊集。所提出的体系结构在前一部分基于beta 2型模糊集,而后续部分则实现了TSK(Takagi–Sugeno–Kang)模糊输出策略。由于具有beta版功能的灵活性,该网络可实现良好的性能,并对噪声数据表现出良好的抵抗力。第一次开发了类型1和类型2 Beta函数的一阶导数,用于基于给定的输入-输出对设计模糊逻辑系统。反向传播算法用于先验模糊β参数及其后续部分的学习过程。评估所提出的Beta模糊逻辑系统模型的性能主要是针对时间序列应用中的两个问题:具有不同参数和噪声水平设置的Mackey Glass混沌时间序列预测问题以及ECG心率时间序列监测问题。

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