2016
DOI: 10.3951/sobim.40.1_43
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Holistic Evaluation of Gait Development in Children by Principal Component Analysis

Abstract: 要旨: 4 7 4 1 2 キーワード: 3 澤留 朗 2014 多田充徳 竹村 裕 河内まき子 持丸正明 ー 50 ー Abstract : Entire gait characteristics were quantized by principal component analysis (PCA) for eight children (longitudinal survey from the age of 4 years to 7) to reveal the age-related difference in children. Temporal sequence of lower-limb angle and joint moment were compressed into lower dimensional space by PCA those were then evaluated in terms of change in gait pattern and variability among different age group. As a result of PCA, both first … Show more

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Cited by 2 publications
(4 citation statements)
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“…PCA synthesized a 505‐dimensional principal component vector (PCVs) bold-italicW$$ \boldsymbol{W} $$ from the input standardized data bold-italicX$$ \boldsymbol{X} $$, and principal component scores (PCSs) bold-italicT$$ \boldsymbol{T} $$ were calculated for the observed values on each principal component axis using Equation (). bold-italicTgoodbreak=bold-italicXW$$ \boldsymbol{T}=\boldsymbol{XW} $$ Observed values refer to each subject. Each principal component space has its input information, and in this study, the top k components with an explanation rate exceeding 80% were extracted 16 . PCA reconstructed the data using only specific PCVs.…”
Section: Methodsmentioning
confidence: 99%
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“…PCA synthesized a 505‐dimensional principal component vector (PCVs) bold-italicW$$ \boldsymbol{W} $$ from the input standardized data bold-italicX$$ \boldsymbol{X} $$, and principal component scores (PCSs) bold-italicT$$ \boldsymbol{T} $$ were calculated for the observed values on each principal component axis using Equation (). bold-italicTgoodbreak=bold-italicXW$$ \boldsymbol{T}=\boldsymbol{XW} $$ Observed values refer to each subject. Each principal component space has its input information, and in this study, the top k components with an explanation rate exceeding 80% were extracted 16 . PCA reconstructed the data using only specific PCVs.…”
Section: Methodsmentioning
confidence: 99%
“…Each principal component space has its input information, and in this study, the top k components with an explanation rate exceeding 80% were extracted. 16 PCA reconstructed the data using only specific PCVs. The standardized data b X reconstructed in the principal component space are calculated as in Equation (3.2) using specific PCVs W p and the corresponding PCSs…”
Section: Pcamentioning
confidence: 99%
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