Excision And Recovery: Visual Defect Obfuscation Based Self-Supervised Anomaly Detection Strategy
YeongHyeon Park, Sungho Kang, Myung Jin Kim, Yeonho Lee, Hyeong Seok, Kim, Juneho Yi

TL;DR
This paper introduces EAR, a novel self-supervised anomaly detection method that uses deterministic masking and visual obfuscation to improve defect detection accuracy and efficiency in manufacturing, without changing neural network structures.
Contribution
The paper proposes EAR, a new reconstruction-by-inpainting approach utilizing pre-trained attention and visual obfuscation, addressing key issues in existing methods for manufacturing defect detection.
Findings
Deterministic masking effectively isolates defective regions.
Hint-providing mosaicing improves anomaly detection performance.
The method achieves high accuracy without altering neural network architecture.
Abstract
Due to scarcity of anomaly situations in the early manufacturing stage, an unsupervised anomaly detection (UAD) approach is widely adopted which only uses normal samples for training. This approach is based on the assumption that the trained UAD model will accurately reconstruct normal patterns but struggles with unseen anomalous patterns. To enhance the UAD performance, reconstruction-by-inpainting based methods have recently been investigated, especially on the masking strategy of suspected defective regions. However, there are still issues to overcome: 1) time-consuming inference due to multiple masking, 2) output inconsistency by random masking strategy, and 3) inaccurate reconstruction of normal patterns when the masked area is large. Motivated by this, we propose a novel reconstruction-by-inpainting method, dubbed Excision And Recovery (EAR), that features single deterministic…
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Taxonomy
TopicsAnomaly Detection Techniques and Applications · Industrial Vision Systems and Defect Detection · Image Processing Techniques and Applications
Methods*Communicated@Fast*How Do I Communicate to Expedia? · Concatenated Skip Connection · Convolution · Inpainting · Max Pooling · U-Net
