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An approach to comparing treatments based on repeated measures
by
Hirotsu, C.
in
Applied statistics
/ Covariance
/ Covariance matrices
/ Degrees of freedom
/ Eigenvalues
/ Exact sciences and technology
/ Mathematics
/ Mixed effects model
/ Modeling
/ Placebos
/ Probability and statistics
/ Profile analysis
/ Regression analysis
/ Residuals for two-way data
/ Row-wise multiple comparisons for interaction
/ Sciences and techniques of general use
/ Significance level
/ Statistics
1991
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An approach to comparing treatments based on repeated measures
by
Hirotsu, C.
in
Applied statistics
/ Covariance
/ Covariance matrices
/ Degrees of freedom
/ Eigenvalues
/ Exact sciences and technology
/ Mathematics
/ Mixed effects model
/ Modeling
/ Placebos
/ Probability and statistics
/ Profile analysis
/ Regression analysis
/ Residuals for two-way data
/ Row-wise multiple comparisons for interaction
/ Sciences and techniques of general use
/ Significance level
/ Statistics
1991
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Do you wish to request the book?
An approach to comparing treatments based on repeated measures
by
Hirotsu, C.
in
Applied statistics
/ Covariance
/ Covariance matrices
/ Degrees of freedom
/ Eigenvalues
/ Exact sciences and technology
/ Mathematics
/ Mixed effects model
/ Modeling
/ Placebos
/ Probability and statistics
/ Profile analysis
/ Regression analysis
/ Residuals for two-way data
/ Row-wise multiple comparisons for interaction
/ Sciences and techniques of general use
/ Significance level
/ Statistics
1991
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An approach to comparing treatments based on repeated measures
Journal Article
An approach to comparing treatments based on repeated measures
1991
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Overview
SUMMARY A mixed effects model is assumed for comparing treatments based on repeated measurements. The covariance structure of the data is interpreted as some systematic inhomogeneity of individual profiles along the time axis, rather than as serial correlation. Then a method of comparing treatment effects is proposed as well as that of testing the homogeneity of individual profiles. A follow-up analysis of residuals for the resulting model is also mentioned.
Publisher
Oxford University Press,Biometrika Trust
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