Addressing Non-Stationarity in Time Series Forecasting through Adaptive Computational Intelligence Techniques

Authors

  • Jordan Martin PhD
  • Sam Clark Associate Professor
  • Kai Turner Professor

Keywords:

non-stationary time series forecasting, adaptive computational intelligence, machine learning, real-time data assimilation, dynamic modeling, predictive accuracy, error reduction, Kalman filter, RNN

Abstract

Time series forecasting is a critical component in various industries, yet non-stationarity presents significant challenges that negatively impact predictive accuracy. This study introduces an innovative adaptive computational intelligence framework designed to enhance forecasting performance under non-stationary conditions. We employed a hybrid methodology that integrates advanced machine learning algorithms with real-time data assimilation techniques, utilizing datasets from multiple sectors including finance, climate science, and supply chain management. Our empirical results indicate that the proposed system achieves a 25% reduction in forecasting error rates compared to traditional methods, with an impressive p-value of 0.001, demonstrating statistical significance. This research provides a comprehensive understanding of the importance of adaptive approaches in handling non-stationary time series data, offering a viable solution to enhance predictive modeling in dynamic environments.

Author Biographies

Jordan Martin, PhD

PhD
Technical University of Munich
Arnulfstraße 3, 80331 Munich, Germany

Sam Clark, Associate Professor

Associate Professor
Stanford University
450 Serra Mall, Stanford, CA 94305, USA

Kai Turner, Professor

Professor
University of Toronto
27 King's College Circle, Toronto, ON M5S 1A1, Canada

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Published

2024-09-25

Issue

Section

Articles