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SAC-BL: A hypothesis testing framework for unsupervised visual anomaly detection and location.
Xinsong Ma1, Jie Wu1, Weiwei Liu1
1School of Computer Science, Wuhan University, 299 Ba Yi Road, Wuchang District, Wuhan, 430072, Hubei, China.
This study introduces SAC-BL, a novel approach for visual anomaly detection (AD). It improves AD performance by focusing on the decision rule and effectively handling weak anomalies.
Area of Science:
- Computer Vision
- Machine Learning
- Statistical Inference
Background:
- Reconstruction-based methods are common for visual anomaly detection (AD), but struggle with weak anomalies.
- Existing AD methods often overlook the crucial role of the decision rule in their statistical framework.
Purpose of the Study:
- To address limitations in current visual anomaly detection methods, particularly concerning weak anomalies and decision rules.
- To introduce a statistically grounded framework for anomaly detection that improves discriminative power.
Main Methods:
- Framed anomaly detection as a multiple hypothesis testing problem.
- Proposed a novel betting-like (BL) procedure integrated with a strong anomaly constraint network (SACNet), termed SAC-BL.
- SACNet is trained to extract discriminative information from weak anomalies, while the BL procedure acts as the decision rule.
Main Results:
- The proposed SAC-BL method demonstrates superior performance in visual anomaly detection compared to existing approaches.
- The framework theoretically guarantees control over the false discovery rate (FDR) at a specified level.
- Extensive experiments validate the effectiveness of SAC-BL, especially in scenarios with challenging, normal-like anomalies.
Conclusions:
- SAC-BL offers a significant advancement in visual anomaly detection by integrating a robust decision rule with a specialized network for weak anomalies.
- The statistical framework provides a principled approach to anomaly detection, enhancing reliability and performance.
- This work opens new avenues for AD research by emphasizing the decision rule and statistical rigor.
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