arXiv:2502.15772stat.APcs.LG2025-02被引 2

用多重模型视角量化航空发动机寿命预测的不确定性

Rashomon perspective for measuring uncertainty in the survival predictive maintenance models

  • 采用Rashomon视角,同时评估多个性能相近的生存模型
  • 在CMAPSS数据集上发现单模型预测风险更高,且删失时间越长不确定性越大
  • 适合关注维护决策可靠性的工业界研究者

飞机发动机剩余使用寿命(RUL)预测是航空航天与国防等高可靠性领域的重要课题。早期故障预测有助于保障运行连续性、降低维护成本并避免意外失效。传统回归模型难以处理删失数据,易导致预测偏差;而生存模型能有效应对删失,提升维护预测精度。本文提出基于Rashomon视角的新方法,不再依赖单一最优模型,而是综合多个性能相近的模型,实现生存概率预测的不确定性量化,增强预测性维护决策能力。引入Rashomon生存曲线,展示生存概率估计范围,揭示模型随时间的一致性与不确定性。在CMAPSS数据集上的实验表明,仅依赖单个模型可能在某些场景下增加风险,删失程度显著影响预测不确定性——删失时间越长,生存概率的变异性越大。研究强调在预测性维护框架中引入模型多样性的重要性,以实现更可靠、稳健的故障预测。本文为RUL预测中的不确定性量化提供了新思路,凸显Rashomon视角在预测建模中的价值。

原文摘要 · Abstract (English)

The prediction of the Remaining Useful Life of aircraft engines is a critical area in high-reliability sectors such as aerospace and defense. Early failure predictions help ensure operational continuity, reduce maintenance costs, and prevent unexpected failures. Traditional regression models struggle with censored data, which can lead to biased predictions. Survival models, on the other hand, effectively handle censored data, improving predictive accuracy in maintenance processes. This paper introduces a novel approach based on the Rashomon perspective, which considers multiple models that achieve similar performance rather than relying on a single best model. This enables uncertainty quantification in survival probability predictions and enhances decision-making in predictive maintenance. The Rashomon survival curve was introduced to represent the range of survival probability estimates, providing insights into model agreement and uncertainty over time. The results on the CMAPSS dataset demonstrate that relying solely on a single model for RUL estimation may increase risk in some scenarios. The censoring levels significantly impact prediction uncertainty, with longer censoring times leading to greater variability in survival probabilities. These findings underscore the importance of incorporating model multiplicity in predictive maintenance frameworks to achieve more reliable and robust failure predictions. This paper contributes to uncertainty quantification in RUL prediction and highlights the Rashomon perspective as a powerful tool for predictive modeling.

生存分析不确定性量化预测性维护RUL预测

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