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Kernel Methods and the Maximum Mean Discrepancy for Seizure Detection

机译:癫痫发作检测的内核方法和最大平均差异

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摘要

We introduce a data-driven method for seizure detection drawing on recent progress in Machine Learning. The method is based on embedding probability measures in a high (or infinite) dimensional reproducing kernel Hilbert space (RKHS) where the Maximum Mean Discrepancy (MMD) is computed. The MMD is metric between probability measures that is computed as the difference between the means of probability measures after being embedded in an RKHS. Working in RKHS provides a convenient, general functional-analytical framework for theoretical understanding of data. We apply this approach to the problem of seizure detection.
机译:我们借鉴了机器学习的最新进展,介绍了一种数据驱动的癫痫发作检测方法。该方法基于在高(或无限)维再现内核希尔伯特空间(RKHS)中嵌入概率测度的位置,其中计算了最大平均差异(MMD)。 MMD是概率度量之间的度量,该度量被计算为嵌入RKHS之后的概率度量的均值之差。在RKHS中工作可为数据的理论理解提供一个方便的,通用的功能分析框架。我们将这种方法应用于癫痫发作检测问题。

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