Uncovering Hidden Degeneration: A Physics-Guided Bidirectional Inference Framework for Industrial Time Series Prediction
Xingwang Li, Fei Teng, Xin Wu, Qiang Duan
摘要
Hidden degenerations in industrial time series often precede observable failures, they remain undetected by standard monitoring systems until anomalies become apparent. This gap between microscopic degradation and macroscopic observation renders conventional predictors inherently reactive, as they rely on correlations in sensor data rather than uncovering the underlying, physics‑consistent degradation states. Crucially, the microscopic mechanisms governing system evolution depend on macroscopic state variables—whose measurements are expectations over microscopic probability distributions—so purely data‑driven “top‑down” or purely physics‑guided “bottom‑up” approaches cannot forecast degeneration‑entangled industrial faults. To address these challenges, we propose a Physics-Guided Bidirectional Inference Framework that represents hidden microscopic states from macroscopic measurements. Our approach uniquely combines: (1) bottom-up physics-based simulation using Continuum Damage Mechanics to model micro-scale damage evolution under environmental stressors, and (2) top-down probabilistic inference via maximum entropy formalism to estimate latent microstate distributions from sparse sensor data. This bidirectional mechanism enables early failure prediction by bridging observable measurements with unobservable degeneration. Validation on real-world railway infrastruc datasets demonstrates significant improvements in early fault prediction compared to state-of-the-art baselines. Our method establishes a new paradigm for safety-critical industrial applications requiring reliable prediction of hidden degeneration processes.
问问这篇 Paper
智能体会读完全文。
Lune 把这篇 Paper 索引到了每一个公式,引用它的顶会 Paper 也一样。你提问,回答直接引用原文。
它引用的顶会 Paper8
- Graph-Aware Contrasting for Multivariate Time-Series ClassificationYucheng Wang, Yuecong Xu, Jianfei Yang, Min Wu 等AAAI 2024 · 被引用 42 次
- Hierarchical Classification Auxiliary Network for Time Series ForecastingYanru Sun, Zongxia Xie, Dongyue Chen, Emadeldeen Eldele 等AAAI 2025 · 被引用 28 次
- SARAD: Spatial Association-Aware Anomaly Detection and Diagnosis for Multivariate Time SeriesZhihao Dai, Ligang He, Shuanghua Yang, Matthew LeekeNeurIPS 2024 · 被引用 27 次
- Filter or Compensate: Towards Invariant Representation from Distribution Shift for Anomaly DetectionZining Chen, Xingshuang Luo, Weiqiu Wang, Zhicheng Zhao 等AAAI 2025 · 被引用 9 次
- Boosting Fine-Grained Visual Anomaly Detection with Coarse-Knowledge-Aware Adversarial LearningQingqing Fang, Qinliang Su, Wenxi Lv, Wenchao Xu 等AAAI 2025 · 被引用 7 次
相关 Paper
- Physically-Constrained Mamba-SDE for Remaining Useful Life Prediction under Irregular ObservationsDeyu Zhuang, Peiliang Gong, Yang Shao, Liyuan Shu 等KDD 2026
- Enhancing Microservices Anomaly Detection via Multimodal Data Fusion in the Wavelet Domain and Spatiotemporal Graph-based Diffusion Probabilistic ModelKaiqi Ding, Yuanmu Ma, Zijian Song, Kaigui BianKDD 2025
- CAAD: Causality-Aware Multivariate Time Series Anomaly Detection via Multi-Scale Alignment and Structural Causal ConsistencyXin Wang, Yunshi Wen, Yanan He, Haotian Xu 等KDD 2026
- Imminence Monitoring of Critical Events: A Representation Learning ApproachYan Li, Tingjian GeSIGMOD 2021 · 被引用 6 次
- Beyond Extrapolation: Knowledge Utilization Paradigm with Bidirectional Inspiration for Time Series ForecastingLiu Chong, Yingjie Zhou, Hao Li, Pengyang Wang 等ICML 2026
