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使用JPEG2000进行脑电图(EEG)压缩:多少损失才算过大?

EEG compression using JPEG2000: how much loss is too much?

作者信息

Higgins Garry, Faul Stephen, McEvoy Robert P, McGinley Brian, Glavin Martin, Marnane William P, Jones Edward

机构信息

College of Engineering and Informatics, National University of Ireland Galway, University Road, Ireland.

出版信息

Annu Int Conf IEEE Eng Med Biol Soc. 2010;2010:614-7. doi: 10.1109/IEMBS.2010.5628020.

Abstract

Compression of biosignals is an important means of conserving power in wireless body area networks and ambulatory monitoring systems. In contrast to lossless compression techniques, lossy compression algorithms can achieve higher compression ratios and hence, higher power savings, at the expense of some degradation of the reconstructed signal. In this paper, a variant of the lossy JPEG2000 algorithm is applied to Electroencephalogram (EEG) data from the Freiburg epilepsy database. By varying compression parameters, a range of reconstructions of varying signal fidelity is produced. Although lossy compression has been applied to EEG data in previous studies, it is unclear what level of signal degradation, if any, would be acceptable to a clinician before diagnostically significant information is lost. In this paper, the reconstructed EEG signals are applied to REACT, a state-of-the-art seizure detection algorithm, in order to determine the effect of lossy compression on its seizure detection ability. By using REACT in place of a clinician, many hundreds of hours of reconstructed EEG data are efficiently analysed, thereby allowing an analysis of the amount of EEG signal distortion that can be tolerated. The corresponding compression ratios that can be achieved are also presented.

摘要

生物信号压缩是无线体域网和动态监测系统中节约电力的重要手段。与无损压缩技术不同,有损压缩算法可以实现更高的压缩率,从而节省更多电力,但代价是重建信号会有一定程度的退化。本文将有损JPEG2000算法的一个变体应用于来自弗莱堡癫痫数据库的脑电图(EEG)数据。通过改变压缩参数,生成了一系列具有不同信号保真度的重建结果。尽管在先前的研究中已经将有损压缩应用于EEG数据,但尚不清楚在诊断重要信息丢失之前,临床医生能够接受何种程度的信号退化(如果有的话)。在本文中,将重建后的EEG信号应用于最先进的癫痫发作检测算法REACT,以确定有损压缩对其癫痫发作检测能力的影响。通过使用REACT代替临床医生,可以高效地分析数百小时的重建EEG数据,从而能够分析可容忍的EEG信号失真量。同时还给出了能够实现的相应压缩率。

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