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LS-NTP: Unifying long- and short-range spatial correlations for near-surface temperature prediction
Guangning Xu1, Xutao Li1, Shanshan Feng1
1School of Computer Science and Technology, Harbin Institute of Technology, Shenzhen, Shenzhen 518055, Guangdong, China.
This study introduces a new method for near-surface temperature prediction (NTP) that effectively models both long- and short-range spatial correlations. The novel approach improves prediction accuracy by integrating these spatial relationships, outperforming existing techniques.
Area of Science:
- Environmental Science
- Computer Science
- Data Science
Background:
- Near-surface temperature prediction (NTP) is crucial for preventing temperature crises.
- Existing methods struggle to simultaneously model long- and short-range spatial correlations, limiting prediction accuracy.
Purpose of the Study:
- To develop a novel approach for NTP that explicitly captures both long- and short-range spatial correlations.
- To introduce a new convolution operator, Long- and Short-range Convolution (LS-Conv), for enhanced spatial-temporal forecasting.
Main Methods:
- A novel Long- and Short-range Convolution (LS-Conv) operator is proposed, integrating Node-based Spatial Attention (NSA), Long-range Adaptive Graph Constructor (LAGC), and Long- and Short-range Integrator (LSI).
- LS-Conv unifies a Long-range aware Graph Convolution Network (LR-GCN) for long-range correlations and a Short-range aware Convolution Neural Network (SR-CNN) for short-range correlations.
- A new model, Long- and Short-range for NPT (LS-NTP), is developed based on the LS-Conv operator.
Main Results:
- The proposed LS-NTP model demonstrates superior performance compared to state-of-the-art techniques on two real-world datasets.
- The LS-Conv operator effectively captures both long- and short-range spatial dependencies crucial for accurate NTP.
Conclusions:
- The novel LS-NTP model, utilizing the LS-Conv operator, significantly advances the accuracy of near-surface temperature prediction.
- This research addresses a critical gap in spatial-temporal forecasting by simultaneously modeling diverse spatial correlations.
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