F10.7 Index Prediction: A Multiscale Decomposition Strategy with Wavelet Transform for Performance Optimization
Xuran Ma, Xuebao Li, Yanfang Zheng, Yongshang Lv, Xiaojia Ji, Jiancheng Xu, Hongwei Ye, Zixian Wu, Shuainan Yan, Liang Dong, Zamri Zainal Abidin, Xusheng Huang, Shunhuang Zhang, Honglei Jin, Tarik Abdul Latef, Noraisyah Mohamed Shah, Mohamadariff Othman, Kamarul Ariffin Noordin

TL;DR
This paper introduces a novel wavelet decomposition-based method for F10.7 solar radio flux index prediction, significantly enhancing accuracy and generalization over existing models by integrating multiscale signals into advanced transformer architectures.
Contribution
The study presents the first application of wavelet decomposition in F10.7 prediction, combining multiscale signals with transformer models to improve forecast accuracy and robustness.
Findings
Wavelet-based methods outperform baseline models.
Incorporating higher-level signals improves prediction accuracy.
Our method surpasses existing models in various solar activity conditions.
Abstract
In this study, we construct Dataset A for training, validation, and testing, and Dataset B to evaluate generalization. We propose a novel F10.7 index forecasting method using wavelet decomposition, which feeds F10.7 together with its decomposed approximate and detail signals into the iTransformer model. We also incorporate the International Sunspot Number (ISN) and its wavelet-decomposed signals to assess their influence on prediction performance. Our optimal method is then compared with the latest method from S. Yan et al. (2025) and three operational models (SWPC, BGS, CLS). Additionally, we transfer our method to the PatchTST model used in H. Ye et al. (2024) and compare our method with theirs on Dataset B. Key findings include: (1) The wavelet-based combination methods overall outperform the baseline using only F10.7 index. The prediction performance improves as higher-level…
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Taxonomy
TopicsMeteorological Phenomena and Simulations · Solar and Space Plasma Dynamics · Climate variability and models
