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A new approach for time series prediction using ensembles of ANFIS models with interval type-2 and type-1 fuzzy integrators

机译:使用间隔类型-2和Type-1模糊积分器的ANFIS模型的节奏时间序列预测的一种新方法

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This paper describes an architecture for Ensembles of ANFIS (adaptive network based fuzzy inference system), with integrators of type-1 FLS and interval type-2 FLS (Fuzzy Logic System), with emphasis on its application to the prediction of chaotic time series, where the goal is to minimize the prediction error. The time series that was considered is the Mackey-Glass. The methods used for the integration of the ensembles of ANFIS are: Integration by average, the integration by weighted average, integration by type-1 FLS and integration by interval type-2 FLS. The performance obtained with this architecture overcomes several standard statistical approaches and neural network models reported in the literature by various researchers. In the experiments we changed the type of membership functions and the desired goal error, thereby increasing the complexity of the training.
机译:本文介绍了一种用于ANFIS(基于自适应网络的模糊推理系统)的架构,具有1型FLS和间隔类型-2FLS(模糊逻辑系统)的集成商,重点是其在复杂时间序列预测中的应用, 目标是最小化预测误差。 考虑的时间序列是麦克斯玻璃。 用于集成ANFIS的集成的方法是:平均集成,通过加权平均的集成,通过Type-1杂志集成并通过间隔类型-2FLS集成。 该架构获得的性能克服了各种研究人员在文献中报告的几种标准统计方法和神经网络模型。 在实验中,我们改变了成员函数的类型和所需的目标误差,从而提高了培训的复杂性。

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