Generative Subspace Adversarial Active Learning for Outlier Detection in Multiple Views of High-dimensional Data

• URL: http://arxiv.org/abs/2404.14451v1
• Date: Sat, 20 Apr 2024 19:22:05 GMT
• Title: Generative Subspace Adversarial Active Learning for Outlier Detection in Multiple Views of High-dimensional Data
• Authors: Jose Cribeiro-Ramallo, Vadim Arzamasov, Federico Matteucci, Denis Wambold, Klemens Böhm,
• Abstract summary: We introduce Generative Subspace Adversarial Active Learning (GSAAL) for outlier detection in high-dimensional data. GSAAL is specifically designed to address the MV limitation while also handling the inlier assumption (IA), curse of dimensionality (CD), and multiple views (MV) Our experiments demonstrate the effectiveness and scalability of GSAAL, highlighting its superior performance compared to other popular OD methods.
• Score: 3.501071975888134
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: Outlier detection in high-dimensional tabular data is an important task in data mining, essential for many downstream tasks and applications. Existing unsupervised outlier detection algorithms face one or more problems, including inlier assumption (IA), curse of dimensionality (CD), and multiple views (MV). To address these issues, we introduce Generative Subspace Adversarial Active Learning (GSAAL), a novel approach that uses a Generative Adversarial Network with multiple adversaries. These adversaries learn the marginal class probability functions over different data subspaces, while a single generator in the full space models the entire distribution of the inlier class. GSAAL is specifically designed to address the MV limitation while also handling the IA and CD, being the only method to do so. We provide a comprehensive mathematical formulation of MV, convergence guarantees for the discriminators, and scalability results for GSAAL. Our extensive experiments demonstrate the effectiveness and scalability of GSAAL, highlighting its superior performance compared to other popular OD methods, especially in MV scenarios.

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