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Multivariate nonparametric analysis for longitudinal data (MANOVA; Brunner's analysis).
For longitudinal data, an inherent characteristic is the dependence among the observations within the same subject.
Multivariate nonparametric analysis for longitudinal data, p < 0.001 for comparison between the two indicated groups.
For longitudinal data on individuals, within-person observations are nested within individuals.
This chapter discusses some major statistical methods for longitudinal data analysis in biomedical research.
Multivariate nonparametric analysis for longitudinal data was applied to prove for differences between groups over the whole time course.
In addition, we consider partially linear models for longitudinal data with only φ-mixing and ρ-mixing.
Friedman test and multivariate nonparametric analysis for longitudinal data (MANOVA; Brunner's analysis) were applied for analysis of data over time.
A modeling paradigm is proposed for covariate, variance and working correlation structure selection for longitudinal data analysis.
Fisher's exact test, Mann–Whitney U tests, Friedman tests and multivariate nonparametric analyses for longitudinal data (MANOVA; Brunner's analysis) were applied where appropriate.
Distributions of gray level in the spinal cord were compared between the control group and TT group using rank based non-parametric methods for longitudinal data.
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