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The Application of Detrended Fluctuation Analysis and Adaptive Fractal Analysis on Center of Pressure Time Series in Parkinson's Disease.

机译：趋势波动分析和自适应分形分析在压力时间序列中心在帕金森病中的应用。

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作者
Weilert, Melanie.;
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作者单位

University of Kansas.;

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授予单位 University of Kansas.;
学科 Biomechanics.
学位 M.S.
年度 2017
页码 199 p.
总页数 199
原文格式 PDF
正文语种 eng
中图分类
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入库时间 2022-08-17 11:53:17

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1. Multifractal detrended fluctuation analysis: Practical applications to financial time series [J] . James R. Thompson, James R. Wilson Mathematics and computers in simulation . 2016,第Auga期

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2. Power spectrum analysis and multifractal detrended fluctuation analysis of Earth's gravity time series [J] . Telesca Luciano, Lovallo Michele, Mammadov Samir, Physica, A. Statistical mechanics and its applications . 2015,第Null期

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3. Adaptive time-varying detrended fluctuations analysis: a new method for characterizing time-varying scaling parameters in physiological time series [J] . Luc Berthouze, Simon F Farmer BMC Neuroscience . 2011,第SUPPLEMENTa1期

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4. Nonlinear Dynamics Methods for Tachogram Series Analysis Based on Detrended Fluctuation Analysis and Higuchi's Fractal Dimension [C] . Ramon Alejandro Gutierrez Calleja, Jose Alberto Zamora Justo, Alejandro Munoz Diosdado Mexican Symposium on Medical Physics . 2016

机译：基于减法波动分析的Tachograph序列分析和Higuchi分形维数的非线性动力学方法
5. Fractal Analysis of Center of Pressure Velocity Time Series in Parkinson's Disease [D] . Harper, Joshua R. 2015

机译：帕金森氏病压力速度时间序列中心的分形分析
6. Detrended Fluctuation Analysis and Adaptive Fractal Analysis of Stride Time Data in Parkinsons Disease: Stitching Together Short Gait Trials [O] . Marietta Kirchner, Patric Schubert, Magnus Liebherr, -1

机译：帕金森氏病跨步时间数据的去趋势波动分析和自适应分形分析：短步试验的拼接
7. Detrended fluctuation analysis and adaptive fractal analysis of stride time data in Parkinson's disease: stitching together short gait trials. [O] . Marietta Kirchner, Patric Schubert, Magnus Liebherr, 2014

机译：帕金森病步幅时间数据的趋势波动分析和自适应分形分析：将短步态试验拼接在一起。

The Application of Detrended Fluctuation Analysis and Adaptive Fractal Analysis on Center of Pressure Time Series in Parkinson's Disease.

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