Abstract

Motivation. Anomaly EEG detection is a long-standing problem in analysis of EEG signals. The basic premise of this problem is consideration of the similarity between two nonstationary EEG recordings. A well-established scheme is based on sequence matching, typically including three steps: feature extraction, similarity measure, and decision-making. Current approaches mainly focus on EEG feature extraction and decision-making, and few of them involve the similarity measure/quantification. Generally, to design an appropriate similarity metric, that is compatible with the considered problem/data, is also an important issue in the design of such detection systems. It is however impossible to directly apply those existing metrics to anomaly EEG detection without any consideration of domain specificity. Methodology. The main objective of this work is to investigate the impacts of different similarity metrics on anomaly EEG detection. A few metrics that are potentially available for the EEG analysis have been collected from other areas by a careful review of related works. The so-called power spectrum is extracted as features of EEG signals, and a null hypothesis testing is employed to make the final decision. Two indicators have been used to evaluate the detection performance. One is to reflect the level of measured similarity between two compared EEG signals, and the other is to quantify the detection accuracy. Results. Experiments were conducted on two data sets, respectively. The results demonstrate the positive impacts of different similarity metrics on anomaly EEG detection. The Hellinger distance (HD) and Bhattacharyya distance (BD) metrics show excellent performances: an accuracy of 0.9167 for our data set and an accuracy of 0.9667 for the Bern-Barcelona EEG data set. Both of HD and BD metrics are constructed based on the Bhattacharyya coefficient, implying the priority of the Bhattacharyya coefficient when dealing with the highly noisy EEG signals. In future work, we will exploit an integrated metric that combines HD and BD for the similarity measure of EEG signals.

Highlights

  • In recent years, we have witnessed significant improvements of using electroencephalogram (EEG) measurement for data acquisition in a wide range of clinical applications

  • We see that the metrics of Hellinger distance (HD) and Bhattacharyya distance (BD) performs better than others when using discrete Fourier transform (DFT), mean, root mean square (RMS), and artifact subspace reconstruction (ASR); in comparison, Pearson Correlation Coefficient Distance (PCCD) shows exciting results when using the features of empirical mode decomposition (EMD) and discrete wavelet transform (DWT)

  • EEG detection is a long-standing problem in analysis of EEG signals. e basic premise of this problem is consideration of the similarity between two nonstationary EEG recordings, where a well-established scheme is based on sequence matching

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Summary

Introduction

We have witnessed significant improvements of using electroencephalogram (EEG) measurement for data acquisition in a wide range of clinical applications. To make a decision by testing a null hypothesis based on the resulting similarity scores Along this line of research, many e orts have been made to enhance the feature extraction as seen in [16,17,18], and some of them involve the decision-making [4, 19, 20]. One can note that the design of similarity metric has been an important problem in the context of statistics and data mining [22,23,24], the metric used for EEG signal processing still needs to be clari ed due to the domain speci city. E main objective of this work is to investigate the impacts of di erent similarity metrics on anomaly EEG detection based on a sequential matching scheme, which uses similarity measure coupled with a null hypothesis testing.

Problem Formulation
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