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A Survey of Distance and Similarity Measures Used Within Network Intrusion Anomaly Detection

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TLDR
An overview of the use of similarity and distance measures within NIAD research is presented and a theoretical background in distance measures is provided and a discussion of various types of distance measures and their uses are discussed.
Abstract
Anomaly detection (AD) use within the network intrusion detection field of research, or network intrusion AD (NIAD), is dependent on the proper use of similarity and distance measures, but the measures used are often not documented in published research. As a result, while the body of NIAD research has grown extensively, knowledge of the utility of similarity and distance measures within the field has not grown correspondingly. NIAD research covers a myriad of domains and employs a diverse array of techniques from simple $k$ -means clustering through advanced multiagent distributed AD systems. This review presents an overview of the use of similarity and distance measures within NIAD research. The analysis provides a theoretical background in distance measures and a discussion of various types of distance measures and their uses. Exemplary uses of distance measures in published research are presented, as is the overall state of the distance measure rigor in the field. Finally, areas that require further focus on improving the distance measure rigor in the NIAD field are presented.

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A Two-Layer Dimension Reduction and Two-Tier Classification Model for Anomaly-Based Intrusion Detection in IoT Backbone Networks

TL;DR: A novel model for intrusion detection based on two-layer dimension reduction and two-tier classification module, designed to detect malicious activities such as User to Root (U2R) and Remote to Local (R2L) attacks is presented.
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Intrusion detection systems for IoT-based smart environments: a survey

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Unsupervised Machine Learning for Networking: Techniques, Applications and Research Challenges

TL;DR: In this article, the authors provide an overview of unsupervised learning in the domain of networking, and provide a comprehensive review of the current state of the art in this area, by synthesizing insights from previous survey papers.
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Network Intrusion Detection: Based on Deep Hierarchical Network and Original Flow Data

TL;DR: A new network intrusion detection model is proposed named the deep hierarchical network, which integrates the improved LeNet-5 and LSTM neural network structures, while learning the spatial and temporal features of flow and an analysis method for traffic features which has an important contribution to abnormal traffic detection.
Journal ArticleDOI

Impact of similarity metrics on single-cell RNA-seq data clustering.

TL;DR: A state-of-the-art kernel-based clustering algorithm (SIMLR) is modified using Pearson's correlation as a similarity measure and found significant performance improvement over Euclidean distance on scRNA-seq data clustering.
References
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Journal ArticleDOI

Anomaly detection: A survey

TL;DR: This survey tries to provide a structured and comprehensive overview of the research on anomaly detection by grouping existing techniques into different categories based on the underlying approach adopted by each technique.
Journal ArticleDOI

Voronoi diagrams—a survey of a fundamental geometric data structure

TL;DR: The Voronoi diagram as discussed by the authors divides the plane according to the nearest-neighbor points in the plane, and then divides the vertices of the plane into vertices, where vertices correspond to vertices in a plane.

Comprehensive Survey on Distance/Similarity Measures between Probability Density Functions

Sung-Hyuk Cha
TL;DR: Various distance/similarity measures that are applicable to compare two probability density functions, pdf in short, are reviewed and categorized in both syntactic and semantic relationships to reveal similarities among numerous distance/Similarity measures.
Book

Encyclopedia of Distances

TL;DR: This book begins with several metrics in classical geometry, then proceeds to applications of distance in fields like algebra and probability, eventually working through applied mathematics, computer science, physics and chemistry, social science, and even art and religion.
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