mlsanityData to 7 Oct 2026

Learning Representations of Ultrahigh-dimensional Data for Random Distance-based Outlier Detection

arXiv 1806.04808 ↗First posted 13 Jun 2018cs.LG cs.AI cs.DBcited by 79

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Abstract (arXiv)

Learning expressive low-dimensional representations of ultrahigh-dimensional data, e.g., data with thousands/millions of features, has been a major way to enable learning methods to address the curse of dimensionality. However, existing unsupervised representation learning methods mainly focus on preserving the data regularity information and learning the representations independently of subsequent outlier detection methods, which can result in suboptimal and unstable performance of detecting irregularities (i.e., outliers). This paper introduces a ranking model-based framework, called RAMODO, to address this issue. RAMODO unifies representation learning and outlier detection to learn low-dimensional representations that are tailored for a state-of-the-art outlier detection approach - the random distance-based approach. This customized learning yields more optimal and stable representations for the targeted outlier detectors. Additionally, RAMODO can leverage little labeled data as prior knowledge to learn more expressive and application-relevant representations. We instantiate RAMODO to an efficient method called REPEN to demonstrate the performance of RAMODO. Extensive empirical results on eight real-world ultrahigh dimensional data sets show that REPEN (i) enables a random distance-based detector to obtain significantly better AUC performance and two orders of magnitude speedup; (ii) performs substantially better and more stably than four state-of-the-art representation learning methods; and (iii) leverages less than 1% labeled data to achieve up to 32% AUC improvement.

Key facts. Cited by 79 papers in the map (data through 7 Oct 2026). First posted on arXiv 13 Jun 2018.

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Citing papers per year: 2021: 15; 2022: 16; 2023: 18; 2024: 9; 2025: 13; 2026: 8.

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  33. 2023AnoOnly: Semi-Supervised Anomaly Detection with the Only Loss on Anomaliescited by 1
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