NICRLGJun 10, 2015

Detecting Clusters of Anomalies on Low-Dimensional Feature Subsets with Application to Network Traffic Flow Data

arXiv:1511.01047v16 citations
Originality Incremental advance
AI Analysis

This addresses the challenge of detecting coordinated anomalies in network traffic for security applications, representing an incremental improvement by incorporating feature dependencies.

The paper tackles the problem of detecting groups of anomalies that manifest on low-dimensional feature subsets, where individual samples may be weakly atypical but jointly strongly atypical, by developing a group anomaly detection scheme that identifies both anomalous samples and features. It applies this to network intrusion detection for BotNet and peer-to-peer flow clusters, showing advantages over previous methods that assume feature independence.

In a variety of applications, one desires to detect groups of anomalous data samples, with a group potentially manifesting its atypicality (relative to a reference model) on a low-dimensional subset of the full measured set of features. Samples may only be weakly atypical individually, whereas they may be strongly atypical when considered jointly. What makes this group anomaly detection problem quite challenging is that it is a priori unknown which subset of features jointly manifests a particular group of anomalies. Moreover, it is unknown how many anomalous groups are present in a given data batch. In this work, we develop a group anomaly detection (GAD) scheme to identify the subset of samples and subset of features that jointly specify an anomalous cluster. We apply our approach to network intrusion detection to detect BotNet and peer-to-peer flow clusters. Unlike previous studies, our approach captures and exploits statistical dependencies that may exist between the measured features. Experiments on real world network traffic data demonstrate the advantage of our proposed system, and highlight the importance of exploiting feature dependency structure, compared to the feature (or test) independence assumption made in previous studies.

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