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Wavelet entropy of BOLD time series: An application to Rolandic epilepsy

机译:大胆时间序列的小波熵:罗兰癫痫的应用

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Purpose To assess the wavelet entropy for the characterization of intrinsic aberrant temporal irregularities in the time series of resting‐state blood‐oxygen‐level‐dependent (BOLD) signal fluctuations. Further, to evaluate the temporal irregularities (disorder/order) on a voxel‐by‐voxel basis in the brains of children with Rolandic epilepsy. Materials and Methods The BOLD time series was decomposed using the discrete wavelet transform and the wavelet entropy was calculated. Using a model time series consisting of multiple harmonics and nonstationary components, the wavelet entropy was compared with Shannon and spectral (Fourier‐based) entropy. As an application, the wavelet entropy in 22 children with Rolandic epilepsy was compared to 22 age‐matched healthy controls. The images were obtained by performing resting‐state functional magnetic resonance imaging (fMRI) using a 3T system, an 8‐element receive‐only head coil, and an echo planar imaging pulse sequence ( T 2 * ‐weighted). The wavelet entropy was also compared to spectral entropy, regional homogeneity, and Shannon entropy. Results Wavelet entropy was found to identify the nonstationary components of the model time series. In Rolandic epilepsy patients, a significantly elevated wavelet entropy was observed relative to controls for the whole cerebrum ( P ?=?0.03). Spectral entropy ( P ?=?0.41), regional homogeneity ( P ?=?0.52), and Shannon entropy ( P ?=?0.32) did not reveal significant differences. Conclusion The wavelet entropy measure appeared more sensitive to detect abnormalities in cerebral fluctuations represented by nonstationary effects in the BOLD time series than more conventional measures. This effect was observed in the model time series as well as in Rolandic epilepsy. These observations suggest that the brains of children with Rolandic epilepsy exhibit stronger nonstationary temporal signal fluctuations than controls. Level of Evidence: 2 Technical Efficacy: Stage 3 J. Magn. Reson. Imaging 2017;46:1728–1737.
机译:目的,评估小波熵的特征在于静态血氧氧级(粗体)波动的时间序列中的内在异常时间不规则性。此外,为了评估患有Rolandic癫痫的儿童的血管素的时间不规则性(紊乱/顺序)。材料和方法使用离散小波变换分解粗时序列,并计算小波熵。使用由多个谐波和非间断组件组成的模型时间序列,将小波熵与Shannon和Spectral(傅立叶)熵进行比较。作为申请,将22例具有罗兰癫痫的儿童的小波熵与22例匹配的健康对照。通过使用3T系统执行静止状态功能磁共振成像(FMRI)来获得图像,并使用8元件接收头部线圈和回波平面成像脉冲序列(T 2 * -weighted)。小波熵也与光谱熵,区域同质性和香农熵进行了比较。结果发现小波熵识别模型时间序列的非标准组件。在Rolandic癫痫患者中,相对于全脑的对照观察到显着升高的小波熵(P?= 0.03)。光谱熵(p?= 0.41),区域均匀性(p?= 0.52),和香农熵(p?= 0.32)没有透露显着差异。结论小波熵措施似乎更敏感,以检测大胆时间序列中的非间断效应所代表的脑波动异常而不是更传统的措施。在模型时间序列以及Rolandic癫痫中观察到这种效果。这些观察结果表明,具有罗兰癫痫的儿童的大脑表现出比对照更强的非间断时间信号波动。证据水平:2技术疗效:第3阶段J. MANG。恢复。 2017年成像; 46:1728-1737。

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