StationPlot: A New Non-stationarity Quantification Tool for Detection of Epileptic Seizures

S. Pratiher, S. Chattoraj, Rajdeep Mukherjee
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引用次数: 3

Abstract

A novel non-stationarity visualization tool known as StationPlot is developed for deciphering the chaotic behavior of a dynamical time series. A family of analytic measures enumerating geometrical aspects of the non-stationarity & degree of variability is formulated by convex hull geometry (CHG) on StationPlot. In the Euclidean space, both trend-stationary (TS) & difference-stationary (DS) perturbations are comprehended by the asymmetric structure of StationPlot’s region of interest (ROI). The proposed method is experimentally validated using EEG signals, where it comprehend the relative temporal evolution of neural dynamics & its non-stationary morphology, thereby exemplifying its diagnostic competence for seizure activity (SA) detection. Experimental results & analysis-of-Variance (ANOVA) on the extracted CHG features demonstrates better classification performances as compared to the existing shallow feature based state-of-the-art & validates its efficacy as geometry-rich discriminative descriptors for signal processing applications.
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StationPlot:一种新的检测癫痫发作的非平稳性量化工具
开发了一种新的非平稳性可视化工具,称为StationPlot,用于破译动态时间序列的混沌行为。一系列的分析措施枚举几何方面的非平稳性和变异性的程度是由凸壳几何(CHG)在StationPlot上制定的。在欧几里得空间中,趋势平稳(TS)和差分平稳(DS)扰动都是由StationPlot感兴趣区域(ROI)的不对称结构来理解的。所提出的方法通过脑电图信号进行了实验验证,其中它理解神经动力学的相对时间演变及其非平稳形态,从而举例说明其对癫痫发作活动(SA)检测的诊断能力。实验结果和方差分析(ANOVA)表明,与现有的基于浅层特征的技术相比,提取的CHG特征具有更好的分类性能,并验证了其作为信号处理应用中富含几何的判别描述符的有效性。
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