Bounding-Box Trajectories Matter for Video Anomaly Detection

· Source: cs.CV updates on arXiv.org · Field: Technology & Digital — Artificial Intelligence & Machine Learning, Computer Vision · Depth: Expert, extended

Summary

TrajVAD is a novel framework for video anomaly detection (VAD) that primarily models multi-class bounding-box trajectories using normalizing flows to learn normal kinematic patterns. It addresses limitations of human pose-based methods by extending anomaly detection to non-human entities and maintaining robustness when pose estimation is unreliable. The trajectory-only variant, TrajVAD-T, achieved 87.7% AP on ShanghaiTech and the best results on MSAD, outperforming all compared pose-based methods while saving 31 ms per frame by eliminating pose estimation. An extended version, TrajVAD-P, integrates a reliability-gated pose branch, further boosting performance to 88.6% AUROC and 90.9% AP on ShanghaiTech. This framework demonstrates that bounding-box trajectories are an effective, yet underexplored, modality for VAD across diverse environments like ShanghaiTech, UBnormal, and MSAD.

Key takeaway

For Machine Learning Engineers developing video anomaly detection systems, particularly for multi-object or real-time applications, you should prioritize bounding-box trajectory analysis. This approach offers superior performance on non-human anomalies and maintains robustness under occlusion, outperforming pose-based methods. Consider implementing TrajVAD-T to achieve high accuracy with significant computational savings (31 ms/frame), or TrajVAD-P for enhanced human-centric anomaly detection when pose data is reliable. Your system's performance will be highly dependent on upstream detector quality.

Key insights

Bounding-box trajectories, a byproduct of detection and tracking, are a powerful, multi-class, and efficient primary signal for video anomaly detection.

Principles

Method

TrajVAD uses normalizing flows to model multi-class bounding-box trajectory features, derived from smoothed coordinates, dimensions, and detector confidence, conditioned on class embeddings, to score anomalies via negative log-likelihood.

In practice

Topics

Best for: Research Scientist, AI Scientist, Machine Learning Engineer, Computer Vision Engineer

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Editorial summary, takeaway, and curation by AIssential. Original article published by cs.CV updates on arXiv.org.