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首页> 外文期刊>IEEE transactions on systems, man, and cybernetics. Part A, Systems and humans >Anomaly Detection via Feature-Aided Tracking and Hidden Markov Models
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Anomaly Detection via Feature-Aided Tracking and Hidden Markov Models

机译:通过特征跟踪和隐马尔可夫模型进行异常检测

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摘要

The problem of detecting an anomaly (or abnormal event) is such that the distribution of observations is different before and after an unknown onset time, and the objective is to detect the change by statistically matching the observed pattern with that predicted by a model. In the context of asymmetric threats, The expression “asymmetric threats” refers to tactics employed by countries, terrorist groups, or individuals to carry out attacks on a superior opponent, while trying to avoid direct confrontation. the detection of an abnormal situation refers to the discovery of suspicious activities of a hostile nation or group out of noisy, scattered, and partial intelligence data. The problem becomes complex in a low signal-to-noise ratio environment, such as asymmetric threats, because the “signal” observations are far fewer than “noise” observations. Furthermore, the signal observations are “hidden” in the noise. In this paper, we illustrate the capabilities of hidden Markov models (HMMs), combined with feature-aided tracking, for the detection of asymmetric threats. A transaction-based probabilistic model is proposed to combine HMMs and feature-aided tracking. A procedure analogous to Page''s test is used for the quickest detection of abnormal events. The simulation results show that our method is able to detect the modeled pattern of an asymmetric threat with a high performance as compared to a maximum likelihood-based data mining technique. Performance analysis shows that the detection of HMMs improves with increase in the complexity of HMMs (i.e., the number of states in an HMM).
机译:检测异常(或异常事件)的问题是,在未知的开始时间之前和之后观察的分布是不同的,并且目的是通过统计地将观察到的模式与模型预测的模式进行匹配来检测变化。在不对称威胁的情况下,“不对称威胁”一词是指国家,恐怖组织或个人为避免直接对抗而对上级对手发动攻击的战术。对异常情况的检测是指从嘈杂的,分散的和部分情报数据中发现敌对国家或集团的可疑活动。在低信噪比的环境中,例如非对称威胁,问题变得复杂,因为“信号”观测值远小于“噪声”观测值。此外,信号观察被“隐藏”在噪声中。在本文中,我们说明了隐马尔可夫模型(HMM)与功能辅助跟踪相结合的功能,可用于检测非对称威胁。提出了一种基于交易的概率模型,将HMM和特征辅助跟踪相结合。类似于Page's测试的过程用于最快地检测异常事件。仿真结果表明,与基于最大似然的数据挖掘技术相比,我们的方法能够高性能地检测非对称威胁的建模模式。性能分析表明,随着HMM复杂度(即HMM中状态数)的增加,对HMM的检测也将提高。

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