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A Hypergraph and Arithmetic Residue-based Probabilistic Neural Network for classification in Intrusion Detection Systems

Over the past few decades, the design of an intelligent Intrusion Detection System (IDS) remains an open challenge to the research community. Continuous efforts by the researchers have resulted in the development of several learning models based on Artificial Neural Network (ANN) to improve the perf...

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Bibliographic Details
Published in:Neural networks 2017-08, Vol.92, p.89-97
Main Authors: Raman, M.R. Gauthama, Somu, Nivethitha, Kirthivasan, Kannan, Sriram, V.S. Shankar
Format: Article
Language:English
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Summary:Over the past few decades, the design of an intelligent Intrusion Detection System (IDS) remains an open challenge to the research community. Continuous efforts by the researchers have resulted in the development of several learning models based on Artificial Neural Network (ANN) to improve the performance of the IDSs. However, there exists a tradeoff with respect to the stability of ANN architecture and the detection rate for less frequent attacks. This paper presents a novel approach based on Helly property of Hypergraph and Arithmetic Residue-based Probabilistic Neural Network (HG AR-PNN) to address the classification problem in IDS. The Helly property of Hypergraph was exploited for the identification of the optimal feature subset and the arithmetic residue of the optimal feature subset was used to train the PNN. The performance of HG AR-PNN was evaluated using KDD CUP 1999 intrusion dataset. Experimental results prove the dominance of HG AR-PNN classifier over the existing classifiers with respect to the stability and improved detection rate for less frequent attacks. •A Hypergraph and Arithmetic Residue based PNN (HG AR-PNN) is proposed for IDS.•HG AR-PNN uses Helly-based feature selection technique.•HG AR-PNN was evaluated with respect to precision, recall, accuracy and stability.•Arithmetic residue of the input feature vectors improves the stability of HG AR-PNN.
ISSN:0893-6080
1879-2782
DOI:10.1016/j.neunet.2017.01.012