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Brain Topography Method based on Hilbert-Huang Transform

机译:基于Hilbert-Huang变换的脑地形方法

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The development of portable and wireless instruments that measure the electrical activity of the cerebral cortex (EEG) allows the capture and analysis of neurobiological signals in multiple applications. A lot of neurological, psychological and psychiatric disorders have been evaluated by EEG. Traditional EEG data-analysis methods consider linear data and stationary processes. In particular, Fourier transform deals with signals that are composed of superimposed sinusoidal oscillations, and are signals of constant frequency and amplitude. This study analyzes non-linear and non-stationary data processing using Hilbert Huang Transform (HHT), and proposes a new topography method that allows representing the brain activity. The Hilbert Transform performed on each IMF component, allows transforming the spatio-temporal data to time-frequency space, computing the amplitude and instantaneous frequency for every IMF at every time-step. An initial taxonomy concluded among pairs of channels, where IMF defines a form factor, and the pair (A, f) defines the gap between the compared signals.
机译:测量脑皮质(EEG)的电活动的便携式和无线仪器的开发允许在多种应用中捕获和分析神经生物学信号。脑电图评估了许多神经系统,心理和精神病疾病。传统的EEG数据分析方法考虑线性数据和静止过程。特别地,傅里叶变换处理由叠加正弦振荡构成的信号,并且是恒定频率和幅度的信号。本研究分析了使用Hilbert Huang变换(HHT)的非线性和非静止数据处理,并提出了一种新的地形方法,允许代表大脑活动。在每个IMF组件上执行的HILBERT变换允许将时空数据转换为时频空间,每次步骤计算每个IMF的幅度和瞬时频率。在对频道成对的初始分类学中,IMF定义形状因子,并且该对(a,f)定义了比较信号之间的间隙。

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