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Ensemble classifier based on linear discriminant analysis for distinguishing Brugada syndrome patients according to symptomatology

机译:基于线性判别分析的集成分类器,根据症状学区分Brugada综合征患者

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Identifying high-risk patients requiring an ICD among asymptomatic Brugada patients is nowadays a bit challenging. In this study, 62 patients suffering from Brugada syndrome (14 symptomatic) were studied by analyzing the 12-lead ECG recording acquired during a physical exercise test. For each patient, conventional HRV indices from time-frequency analysis and heart rate recovery (HRV features), as well as several morphological depolarization indices (QRS features), were evaluated at relevant periods of the test. Most discriminant features from both the HRV and QRS sets were selected using a two-stage feature selection algorithm and used for model classification building. For the detection step, an ensemble classifier using stacking approach plus a fixed combiner was designed, using linear discriminant analysis as the base classification algorithm. Best features from each model were then used for building the final individual and combined classification models. Detection performance using the symptomatic group as the target class, was as follows: HRV-based model: Se=1, Sp=0.67, AUC=0.87; QRS-based model: Se=75, Sp=0.67 AUC=0.73. When joining best features of both models (HRV-QRS-based model), the performance increased up to Se=1, Sp=0.83, AUC=0.90. The study showed that by combining both HRV and depolarization analysis, a better risk stratification can be performed. This could be useful for the identification of Brugada patients with previous symptoms, and it may help to the decision making process of asymptomatic patients needing an ICD.
机译:如今,在无症状的Brugada患者中确定需要ICD的高危患者有点困难。在这项研究中,通过分析在体育锻炼测试中获得的12导联心电图记录,对62例患有Brugada综合征(有症状)的患者进行了研究。对于每位患者,在测试的相关时期评估了来自时频分析和心率恢复的常规HRV指数(HRV特征)以及几种形态学去极化指数(QRS特征)。使用两阶段特征选择算法选择了HRV和QRS集合中的大多数判别特征,并将其用于模型分类构建。对于检测步骤,使用线性判别分析作为基础分类算法,设计了使用堆叠方法和固定组合器的集成分类器。然后,将每个模型的最佳功能用于构建最终的个体和组合分类模型。以症状组为目标分类的检测性能如下:基于HRV的模型:Se = 1,Sp = 0.67,AUC = 0.87;基于QRS的模型:Se = 75,Sp = 0.67 AUC = 0.73。当加入两个模型(基于HRV-QRS的模型)的最佳功能时,性能提高到Se = 1,Sp = 0.83,AUC = 0.90。研究表明,通过结合HRV和去极化分析,可以进行更好的风险分层。这对于识别具有先前症状的Brugada患者可能有用,并且可能有助于无症状患者需要ICD的决策过程。

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