用有序损失函数提升极端野火事件预测能力
Extreme-value forest fire prediction A study of the Loss Function in an Ordinality Scheme
- 设计基于序数关系的损失函数,改进神经网络对极端野火的识别
- 加权卡帕损失使最严重等级预测交并比提升0.1以上
- 适合关注极端事件预警的应急决策者与气候建模研究者
野火在空间和严重程度上均高度不平衡,极端事件预测尤为困难。本文首次提出面向法国实际决策流程的有序分类框架,直接预测野火严重等级。研究考察损失函数设计对模型捕捉高严重性火灾能力的影响,对比标准交叉熵与多种序数感知目标,包括基于截断离散指数广义帕累托分布的新型概率损失(TDeGPD)。在多个模型架构和真实运营数据上的广泛测试表明,序数监督显著优于传统方法。其中加权卡帕损失(WKLoss)表现最佳,在最严重等级上实现超过0.1的交并比(IoU)提升,同时保持良好校准性。然而,由于最罕见事件在数据集中占比极低,模型性能仍受限。研究强调需将严重程度排序、数据不平衡及季节性风险整合进野火预测系统。未来工作将引入季节动态与不确定性信息以提升极端事件预测可靠性。
原文摘要 · Abstract (English)
Wildfires are highly imbalanced natural hazards in both space and severity, making the prediction of extreme events particularly challenging. In this work, we introduce the first ordinal classification framework for forecasting wildfire severity levels directly aligned with operational decision-making in France. Our study investigates the influence of loss-function design on the ability of neural models to predict rare yet critical high-severity fire occurrences. We compare standard cross-entropy with several ordinal-aware objectives, including the proposed probabilistic TDeGPD loss derived from a truncated discrete exponentiated Generalized Pareto Distribution. Through extensive benchmarking over multiple architectures and real operational data, we show that ordinal supervision substantially improves model performance over conventional approaches. In particular, the Weighted Kappa Loss (WKLoss) achieves the best overall results, with more than +0.1 IoU (Intersection Over Union) gain on the most extreme severity classes while maintaining competitive calibration quality. However, performance remains limited for the rarest events due to their extremely low representation in the dataset. These findings highlight the importance of integrating both severity ordering, data imbalance considerations, and seasonality risk into wildfire forecasting systems. Future work will focus on incorporating seasonal dynamics and uncertainty information into training to further improve the reliability of extreme-event prediction.
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