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2024-09-12-arnez24a.md

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title abstract openreview software section layout series publisher issn id month tex_title firstpage lastpage page order cycles bibtex_author author date address container-title volume genre issued pdf extras
Latent Representation Entropy Density for Distribution Shift Detection
Distribution shift detection is paramount in safety-critical tasks that rely on Deep Neural Networks (DNNs). The detection task entails deriving a confidence score to assert whether a new input sample aligns with the training data distribution of the DNN model. While DNN predictive uncertainty offers an intuitive confidence measure, exploring uncertainty-based distribution shift detection with simple sample-based techniques has been relatively overlooked in recent years due to computational overhead and lower performance than plain post-hoc methods. This paper proposes using simple sample-based techniques for estimating uncertainty and employing the entropy density from intermediate representations to detect distribution shifts. We demonstrate the effectiveness of our method using standard benchmark datasets for out-of-distribution detection and across different common perception tasks with convolutional neural network architectures. Our scope extends beyond classification, encompassing image-level distribution shift detection for object detection and semantic segmentation tasks. Our results show that our method’s performance is comparable to existing <em>State-of-the-Art</em> methods while being computationally faster and lighter than other Bayesian approaches, affirming its practical utility.
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Papers
inproceedings
Proceedings of Machine Learning Research
PMLR
2640-3498
arnez24a
0
Latent Representation Entropy Density for Distribution Shift Detection
110
137
110-137
110
false
Arnez, Fabio and Montoya Vasquez, Daniel Alfonso and Radermacher, Ansgar and Terrier, Fran\c{c}ois
given family
Fabio
Arnez
given family
Daniel Alfonso
Montoya Vasquez
given family
Ansgar
Radermacher
given family
François
Terrier
2024-09-12
Proceedings of the Fortieth Conference on Uncertainty in Artificial Intelligence
244
inproceedings
date-parts
2024
9
12