心率变异性分析算法的敏感性分析

Amanda Perez-Porro, María Palacios, G. Caffarena, A. Otero, C. A. García
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摘要

心率变异性分析(HRV)是一种研究自主神经系统活动的无创技术。HRV算法有大量的配置参数,其中一些参数的变化如何影响最终结果并不总是很清楚。这使得难以选择合适的参数值[1],并阻碍了HRV研究的可重复性[2]。我们对HRV算法进行了敏感性分析,以便更好地了解其参数的变化如何影响其结果。为此,使用了R包RHRV;每月约有500次下载量,这可能是最常用的HRV工具[3]。为了对时域算法和频域算法(均基于短时傅里叶变换和小波变换)进行灵敏度分析,使用了Physionet的MIT-BIH正常窦性心律数据库。对于心室搏动滤波算法的敏感性分析,使用MIT-BIH心律失常数据库。分析最初使用RHRV中默认设置的参数进行。然后,系统地改变每个参数,对每个参数的每个变化在整个数据库上重新应用算法。每个记录的结果存储在csv文件中,以供后续分析。夏皮罗-威尔克斯试验排除了所有病例的正常结果。采用Friedman非参数检验来评估结果差异的显著性。当发现有统计学意义的差异时,使用Post-Hoc Conover检验发现存在显著差异的具体参数变化。这允许从一个参数的多少变化中确定变化是显著的。使用这种方法,我们已经能够确定即使很小的变化也会在某些HRV算法的结果中产生统计上显著差异的参数。例如,所用时间窗长度的变化即使只有2%,也会对时域指数SDNN产生统计学上的显著差异,尽管时间窗的变化不会对VLF、LF和HF频段的频谱功率产生显著差异。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sensitivity Analysis of Heart Rate Variability Analysis Algorithms
Extended Abstract Heart rate variability analysis (HRV) is a non-invasive technique for the study of autonomic nervous system activity. HRV algorithms have a large number of configuration parameters, and it is not always clear how variations in some of these parameters influence the final result. This makes it difficult to choose appropriate parameter values [1], and hampers reproducibility of HRV studies [2]. We have carried out a sensitivity analysis of HRV algorithms to gain a better understanding of how changes in their parameters influence their results. For this end the R package RHRV was used; with about 500 monthly downloads this may be the most used HRV tool [3]. For the sensitivity analysis of the time domain algorithms and frequency domain algorithms (both based on the Shorttime Fourier transform and Wavelet transform), the MIT-BIH Normal Sinus Rhythm Database from Physionet was used. For the sensitivity analysis of ventricular beat filtering algorithms, the MIT-BIH Arrhythmia Database was used. The analysis was initially carried out using the parameters set by default in RHRV. Then, each parameter was systematically varied, reapplying the algorithms over the entire database for each variation of each parameter. The results obtained for each recording were stored in csv files for subsequent analysis. Shapiro-Wilks test ruled out the normality of the results in all cases. Friedman nonparametric test was used to assess the significance of the differences in the results. When statistically significant differences were found, the specific parameter variations that presented significant differences were found with the Post-Hoc Conover test. This permits identifying from what amount of variation of a parameter the changes are significant. Using this methodology, we have been able to identify the parameters for which even small variations produce statistically significant differences in the results of some HRV algorithm. For example, variations as small as 2% in the length of the time window used produced statistically significant differences in the time-domain index SDNN, although variations in the time window did not produce significant differences in the spectral power of the VLF, LF, and HF frequency bands.
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