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A New Approach for Time Series Prediction Using Ensembles of IT2FNN Models with Optimization of Fuzzy Integrators

机译:利用模糊积分优化的IT2FNN模型集成进行时间序列预测的新方法

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This paper describes a new approach for time series prediction based on using different soft computing techniques, such as neural networks (NNs), type-1 and type-2 fuzzy logic systems and bio-inspired algorithms, where each of these intelligent techniques can provide a variety of features for solving real and complex problems. Therefore, this paper describes the application of ensembles of interval type-2 fuzzy neural network (IT2FNN) models. The IT2FNN uses hybrid learning algorithm techniques from NNs models and fuzzy logic systems. The output of the Ensemble of IT2FNN models needs the integration process to forecast the time series, and we are required to design the fuzzy integrator (FI) to solve this real problem. Genetic algorithms and particle swarm optimization are used for the optimization of the parameter values in the membership functions of the FI. We consider different time series to measure the performance of the proposed model, and these time series are: Mackey-Glass, Mexican Stock Exchange (MSE or BMV), Dow Jones and NASDAQ. The forecasting errors are calculated as follows: mean absolute error, mean square error (MSE), root-mean-square error, mean percentage error and mean absolute percentage error. The best prediction errors are illustrated as follows: 0.00025 for the Mackey-Glass, 0.01012 for the MSE, 0.01307 for the Dow Jones and 0.01171 for the NASDAQ time series. Simulation results are compared using a statistical test and provide evidence of the potential advantages of the proposed approach.
机译:本文介绍了一种基于时间序列预测的新方法,该方法基于使用不同的软计算技术,例如神经网络(NN),类型1和类型2模糊逻辑系统以及生物启发算法,其中每种智能技术都可以提供解决实际和复杂问题的多种功能。因此,本文描述了区间2型模糊神经网络(IT2FNN)模型集成体的应用。 IT2FNN使用来自NN模型和模糊逻辑系统的混合学习算法技术。 IT2FNN模型的集成的输出需要集成过程来预测时间序列,因此我们需要设计模糊积分器(FI)来解决这个实际问题。遗传算法和粒子群优化用于优化FI隶属函数中的参数值。我们考虑了不同的时间序列来衡量所提出模型的性能,这些时间序列是:Mackey-Glass,墨西哥证券交易所(MSE或BMV),道琼斯和纳斯达克。预测误差的计算方法如下:平均绝对误差,均方误差(MSE),均方根误差,均值百分比误差和均值绝对百分比误差。最佳预测误差如下所示:Mackey-Glass为0.00025,MSE为0.01012,道琼斯指数为0.01307,纳斯达克时间序列为0.01171。仿真结果使用统计测试进行比较,并提供了所提出方法潜在优势的证据。

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