Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training

Predicting time series, especially those originating from chaotic and nonlinear dynamic systems, is a critical research area with broad applications across various fields. Neural networks and fuzzy systems have emerged as leading methods for forecasting chaotic time series. This study introduces an...

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Main Authors: Andrew Topper, Honglei Yao
Format: Article
Language:English
Published: Bilijipub publisher 2024-03-01
Series:Advances in Engineering and Intelligence Systems
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Online Access:https://aeis.bilijipub.com/article_193340_437c6793ff88ade541017f5c39384838.pdf
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author Andrew Topper
Honglei Yao
author_facet Andrew Topper
Honglei Yao
author_sort Andrew Topper
collection DOAJ
description Predicting time series, especially those originating from chaotic and nonlinear dynamic systems, is a critical research area with broad applications across various fields. Neural networks and fuzzy systems have emerged as leading methods for forecasting chaotic time series. This study introduces an improved adaptive neural-fuzzy inference system (ANFIS) specifically tailored for forecasting chaotic time series. Unlike traditional ANFIS models, which are primarily designed for static problems, this enhanced version incorporates self-feedback relationships from previous outputs to capture the time dependencies inherent in dynamic systems. Additionally, a hybrid approach combining the Imperialist Competitive Optimization Algorithm (ICA) and Least Squares Estimation (LSE) is employed to train the neural-fuzzy system and update its parameters. This method circumvents challenges associated with training gradient-based algorithms. The proposed technique is applied to predict and model multiple nonlinear and chaotic time series from real-world scenarios. Comparative analyses with recent works demonstrate the superior performance of the proposed method, particularly in terms of the prediction total error criterion for time series modeling and forecasting. These results highlight the effectiveness of incorporating self-feedback relationships and utilizing the CCA-LSE hybrid approach in enhancing the predictive capabilities of adaptive neural-fuzzy inference systems for chaotic time series.
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spelling doaj-art-5fde5e0df80c4df898028911f583d94c2025-02-12T08:47:46ZengBilijipub publisherAdvances in Engineering and Intelligence Systems2821-02632024-03-01003019911410.22034/aeis.2024.445975.1175193340Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid TrainingAndrew Topper0Honglei Yao1Grand Valley State University, Grand Rapids, Michigan, 49504, United StatesState Grid Shandong Electric Power Research Institute, Shandong, ChinaPredicting time series, especially those originating from chaotic and nonlinear dynamic systems, is a critical research area with broad applications across various fields. Neural networks and fuzzy systems have emerged as leading methods for forecasting chaotic time series. This study introduces an improved adaptive neural-fuzzy inference system (ANFIS) specifically tailored for forecasting chaotic time series. Unlike traditional ANFIS models, which are primarily designed for static problems, this enhanced version incorporates self-feedback relationships from previous outputs to capture the time dependencies inherent in dynamic systems. Additionally, a hybrid approach combining the Imperialist Competitive Optimization Algorithm (ICA) and Least Squares Estimation (LSE) is employed to train the neural-fuzzy system and update its parameters. This method circumvents challenges associated with training gradient-based algorithms. The proposed technique is applied to predict and model multiple nonlinear and chaotic time series from real-world scenarios. Comparative analyses with recent works demonstrate the superior performance of the proposed method, particularly in terms of the prediction total error criterion for time series modeling and forecasting. These results highlight the effectiveness of incorporating self-feedback relationships and utilizing the CCA-LSE hybrid approach in enhancing the predictive capabilities of adaptive neural-fuzzy inference systems for chaotic time series.https://aeis.bilijipub.com/article_193340_437c6793ff88ade541017f5c39384838.pdfevolutionary algorithmslearning algorithmleast squares errorchaotic systems
spellingShingle Andrew Topper
Honglei Yao
Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
Advances in Engineering and Intelligence Systems
evolutionary algorithms
learning algorithm
least squares error
chaotic systems
title Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
title_full Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
title_fullStr Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
title_full_unstemmed Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
title_short Enhanced Adaptive Neural-Fuzzy Inference System for Dynamic Time Series Prediction Using Self-Feedback and Hybrid Training
title_sort enhanced adaptive neural fuzzy inference system for dynamic time series prediction using self feedback and hybrid training
topic evolutionary algorithms
learning algorithm
least squares error
chaotic systems
url https://aeis.bilijipub.com/article_193340_437c6793ff88ade541017f5c39384838.pdf
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AT hongleiyao enhancedadaptiveneuralfuzzyinferencesystemfordynamictimeseriespredictionusingselffeedbackandhybridtraining