arXiv:2506.21921stat.APcs.SD2025-06被引 1

基于分位数差的统计方法,实现可解释的声音频谱异常检测

Explainable anomaly detection for sound spectrograms using pooling statistics with quantile differences

  • 利用频谱图的池化统计量与分位数差异,构建可解释的异常检测机制
  • 在工业声学数据上表现稳定,对未知异常具有高灵敏度
  • 适合对模型可解释性要求高的工业场景,如设备状态监测

异常检测旨在识别与数据集中绝大多数样本显著不同的罕见样本。由于异常模式通常事先未知,该任务极具挑战性,介于半监督与无监督学习之间。声音数据中的异常检测(ASD)专注于识别音频记录中新的、尚未知的异常现象,在工业4.0应用中至关重要。例如,通过标准传感器信号进行设备状态监控或质量保证。然而,智能算法的应用仍存在争议:管理层追求成本降低与自动化,而质量和维护专家则强调人类经验与可理解解决方案的重要性。本文提出一种专为频谱图设计的异常检测方法,基于统计分析且理论严谨,具备内在可解释性,特别适用于对黑箱模型不适用的工业场景。

原文摘要 · Abstract (English)

Anomaly detection is the task of identifying rarely occurring (i.e. anormal or anomalous) samples that differ from almost all other samples in a dataset. As the patterns of anormal samples are usually not known a priori, this task is highly challenging. Consequently, anomaly detection lies between semi- and unsupervised learning. The detection of anomalies in sound data, often called 'ASD' (Anomalous Sound Detection), is a sub-field that deals with the identification of new and yet unknown effects in acoustic recordings. It is of great importance for various applications in Industry 4.0. Here, vibrational or acoustic data are typically obtained from standard sensor signals used for predictive maintenance. Examples cover machine condition monitoring or quality assurance to track the state of components or products. However, the use of intelligent algorithms remains a controversial topic. Management generally aims for cost-reduction and automation, while quality and maintenance experts emphasize the need for human expertise and comprehensible solutions. In this work, we present an anomaly detection approach specifically designed for spectrograms. The approach is based on statistical evaluations and is theoretically motivated. In addition, it features intrinsic explainability, making it particularly suitable for applications in industrial settings. Thus, this algorithm is of relevance for applications in which black-box algorithms are unwanted or unsuitable.

异常检测声音分析可解释性

Thank you to arXiv for use of its open access interoperability. PaperDance 不是 arXiv 官方产品;中文卡片由大模型生成,请以原文为准。