On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data

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On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data. / McCamley, John D.; Denton, William; Arnold, Andrew; Raffalt, Peter C.; Yentes, Jennifer M.

I: Entropy, Bind 20, Nr. 10, 764 , 2018.

Publikation: Bidrag til tidsskriftTidsskriftartikelForskningfagfællebedømt

Harvard

McCamley, JD, Denton, W, Arnold, A, Raffalt, PC & Yentes, JM 2018, 'On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data', Entropy, bind 20, nr. 10, 764 . https://doi.org/10.3390/e20100764

APA

McCamley, J. D., Denton, W., Arnold, A., Raffalt, P. C., & Yentes, J. M. (2018). On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data. Entropy, 20(10), [764 ]. https://doi.org/10.3390/e20100764

Vancouver

McCamley JD, Denton W, Arnold A, Raffalt PC, Yentes JM. On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data. Entropy. 2018;20(10). 764 . https://doi.org/10.3390/e20100764

Author

McCamley, John D. ; Denton, William ; Arnold, Andrew ; Raffalt, Peter C. ; Yentes, Jennifer M. / On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data. I: Entropy. 2018 ; Bind 20, Nr. 10.

Bibtex

@article{6946ebcd1f154db4ac74732627a1462d,
title = "On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data",
abstract = "Sample entropy (SE) has relative consistency using biologically-derived, discrete data >500 data points. For certain populations, collecting this quantity is not feasible and continuous data has been used. The effect of using continuous versus discrete data on SE is unknown, nor are the relative effects of sampling rate and input parameters m (comparison vector length) and r (tolerance). Eleven subjects walked for 10-minutes and continuous joint angles (480 Hz) were calculated for each lower-extremity joint. Data were downsampled (240, 120, 60 Hz) and discrete range-of-motion was calculated. SE was quantified for angles and range-of-motion at all sampling rates and multiple combinations of parameters. A differential relationship between joints was observed between range-of-motion and joint angles. Range-of-motion SE showed no difference; whereas, joint angle SE significantly decreased from ankle to knee to hip. To confirm findings from biological data, continuous signals with manipulations to frequency, amplitude, and both were generated and underwent similar analysis to the biological data. In general, changes to m, r, and sampling rate had a greater effect on continuous compared to discrete data. Discrete data was robust to sampling rate and m. It is recommended that different data types not be compared and discrete data be used for SE.",
keywords = "range of motion, joint angle, gait, complexity, regularity",
author = "McCamley, {John D.} and William Denton and Andrew Arnold and Raffalt, {Peter C.} and Yentes, {Jennifer M.}",
year = "2018",
doi = "10.3390/e20100764",
language = "English",
volume = "20",
journal = "Entropy",
issn = "1099-4300",
publisher = "MDPI AG",
number = "10",

}

RIS

TY - JOUR

T1 - On the Calculation of Sample Entropy Using Continuous and Discrete Human Gait Data

AU - McCamley, John D.

AU - Denton, William

AU - Arnold, Andrew

AU - Raffalt, Peter C.

AU - Yentes, Jennifer M.

PY - 2018

Y1 - 2018

N2 - Sample entropy (SE) has relative consistency using biologically-derived, discrete data >500 data points. For certain populations, collecting this quantity is not feasible and continuous data has been used. The effect of using continuous versus discrete data on SE is unknown, nor are the relative effects of sampling rate and input parameters m (comparison vector length) and r (tolerance). Eleven subjects walked for 10-minutes and continuous joint angles (480 Hz) were calculated for each lower-extremity joint. Data were downsampled (240, 120, 60 Hz) and discrete range-of-motion was calculated. SE was quantified for angles and range-of-motion at all sampling rates and multiple combinations of parameters. A differential relationship between joints was observed between range-of-motion and joint angles. Range-of-motion SE showed no difference; whereas, joint angle SE significantly decreased from ankle to knee to hip. To confirm findings from biological data, continuous signals with manipulations to frequency, amplitude, and both were generated and underwent similar analysis to the biological data. In general, changes to m, r, and sampling rate had a greater effect on continuous compared to discrete data. Discrete data was robust to sampling rate and m. It is recommended that different data types not be compared and discrete data be used for SE.

AB - Sample entropy (SE) has relative consistency using biologically-derived, discrete data >500 data points. For certain populations, collecting this quantity is not feasible and continuous data has been used. The effect of using continuous versus discrete data on SE is unknown, nor are the relative effects of sampling rate and input parameters m (comparison vector length) and r (tolerance). Eleven subjects walked for 10-minutes and continuous joint angles (480 Hz) were calculated for each lower-extremity joint. Data were downsampled (240, 120, 60 Hz) and discrete range-of-motion was calculated. SE was quantified for angles and range-of-motion at all sampling rates and multiple combinations of parameters. A differential relationship between joints was observed between range-of-motion and joint angles. Range-of-motion SE showed no difference; whereas, joint angle SE significantly decreased from ankle to knee to hip. To confirm findings from biological data, continuous signals with manipulations to frequency, amplitude, and both were generated and underwent similar analysis to the biological data. In general, changes to m, r, and sampling rate had a greater effect on continuous compared to discrete data. Discrete data was robust to sampling rate and m. It is recommended that different data types not be compared and discrete data be used for SE.

KW - range of motion

KW - joint angle

KW - gait

KW - complexity

KW - regularity

U2 - 10.3390/e20100764

DO - 10.3390/e20100764

M3 - Journal article

C2 - 30853788

VL - 20

JO - Entropy

JF - Entropy

SN - 1099-4300

IS - 10

M1 - 764

ER -

ID: 209466875