Cardiac Arrhythmia Signal Analysis Laboratory, School of Medicine, Queen's University, K7L 3N6 Kingston, Ontario, Canada.
Cardiac Arrhythmia Signal Analysis Laboratory, School of Medicine, Queen's University, K7L 3N6 Kingston, Ontario, Canada.
Artif Intell Med. 2018 Apr;85:7-15. doi: 10.1016/j.artmed.2018.02.003.
In this paper, we propose a novel algorithm to extract the active intervals of intracardiac electrograms during atrial fibrillation.
First, we show that the characteristics of the signal waveform at its inflection points are prominent features that are implicitly used by human annotators for distinguishing between active and inactive intervals of IEGMs. Then, we show that the natural logarithm of features corresponding to active and inactive intervals exhibits a mixture of two Gaussian distributions in three dimensional feature space. An Expectation Maximization algorithm for Gaussian mixtures is then applied for automatic clustering of the features into two categories.
The absolute error in onset and offset estimation of active intervals is 6.1ms and 10.7ms, respectively, guaranteeing a high resolution. The true positive rate for the proposed method is also 98.1%, proving the high reliability.
The proposed method can extract the active intervals of IEGMs during AF with a high accuracy and resolution close to manually annotated results.
In contrast with some of the conventional methods, no windowing technique is required in our approach resulting in significantly higher resolution in estimating the onset and offset of active intervals. Furthermore, since the signal characteristics at inflection points are analyzed instead of signal samples, the computational time is significantly low, ensuring the real-time application of our algorithm. The proposed method is also robust to noise and baseline variations thanks to the Laplacian of Gaussian filter employed for extraction of inflection points.
本文提出了一种新的算法,用于提取心房颤动中心内电图的活动间期。
首先,我们表明信号波形在拐点处的特征是人类注释者用于区分 IEGM 的活动和非活动间期的隐含特征。然后,我们表明,活动和非活动间期的特征的自然对数在三维特征空间中表现为两个正态分布的混合。然后应用期望最大化算法对正态混合进行自动聚类,将特征分为两类。
活动间期起始和结束的绝对误差分别为 6.1ms 和 10.7ms,保证了高分辨率。该方法的真阳性率也达到 98.1%,证明了其高可靠性。
该方法能够以接近手动标注结果的高精度和分辨率提取 AF 期间的 IEGM 活动间期。
与一些传统方法相比,我们的方法不需要加窗技术,从而在估计活动间期的起始和结束时具有显著更高的分辨率。此外,由于分析的是拐点处的信号特征,而不是信号样本,因此计算时间大大降低,确保了我们算法的实时应用。由于采用了用于提取拐点的拉普拉斯高斯滤波器,该方法对噪声和基线变化也具有鲁棒性。