使用独立分量分析(ICA)分离双胎妊娠胎儿和母体的心磁图信号。

M Burghoff, P Van Leeuwen
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引用次数: 0

摘要

在心磁图(MCG)中识别胎儿和母体信号是数据预处理的核心,也是数据分析和评估的先决条件。这通常是通过创建待识别信号的模板并在平均之前标记与该模板相关的数据段来完成的。这个过程不仅繁琐,而且当有几个重叠的感兴趣的信号时,如单胎妊娠或双胎妊娠的MCG记录,也可能导致问题。独立分量分析(Independent component analysis, ICA)利用高阶统计量将信号分解为统计独立分量,已被用于单胎妊娠中区分母胎信号。我们将ICA算法TDSEP应用于9组妊娠28 ~ 38周的双胎妊娠数据集。由此产生的ICA成分可用于进一步的数据分析,例如,用于寻找强大的触发因素或估计双胞胎的心率及其变异性。结果表明,母胎成分可以相互分离,也可以与其他噪声源和伪影分离。平均ICA时间曲线与平均原始数据之间的差异不显著。限制包括心率的并发和由于粗大运动引起的信号形态的改变。尽管如此,ICA为具有多个感兴趣信号的mcg的预处理提供了一种快速有效的方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Separation of fetal and maternal magnetocardiographic signals in twin pregnancy using independent component analysis (ICA).

The identification of fetal and maternal signals in magnetocardiograms (MCG) is central to data preprocessing and a prerequisite for data analysis and assessment. This is usually done by creating a template of the signal to be identified and marking data segments correlating to this template before averaging. This procedure is not only cumbersome, but may also lead to problems when there are several overlapping signals of interest such as in MCG recording in single or, more so, in twin pregnancy. Independent component analysis (ICA), which uses higher order statistics to decompose the signal into statistical independent components, has already been used in single pregnancies to distinguish between maternal and fetal signals. We applied the ICA algorithm TDSEP to 9 data sets of twin pregnancies acquired between the 28th and 38th week of pregnancy. Resulting ICA components can be used for further data analysis, e.g., for finding robust triggers or estimating the heart rate and its variability of the twins. The results showed that the maternal and fetal components can be separated from each other as well as from other sources of noise and artifacts. Differences between averaged ICA time curves and averaged raw data are not significant. Limitations include a concurrence of heart rates and changes in signal morphology due to gross movement. Nonetheless, ICA offers a fast and efficient approach for the preprocessing of MCGs with multiple signals of interest.

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