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Longitudinal dynamic functional regression
by
Islam, Md Nazmul
, van Heugten, Eric
, Staicu, Ana-Maria
, Dumitru, Raluca
in
Basis functions
/ Breastfeeding & lactation
/ Computer simulation
/ Correlation analysis
/ Data analysis
/ Functional data
/ Functional principal component analysis
/ Functionals
/ Longitudinal functional regression
/ Longitudinal studies
/ Longitudinal study
/ Mathematical analysis
/ Original Articles
/ Orthogonal functions
/ Penalization
/ Regression analysis
/ Regression coefficients
/ Scalarity (Semantics)
/ Simulation
/ Thermal expansion
/ Time‐varying coefficient model
2020
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Longitudinal dynamic functional regression
by
Islam, Md Nazmul
, van Heugten, Eric
, Staicu, Ana-Maria
, Dumitru, Raluca
in
Basis functions
/ Breastfeeding & lactation
/ Computer simulation
/ Correlation analysis
/ Data analysis
/ Functional data
/ Functional principal component analysis
/ Functionals
/ Longitudinal functional regression
/ Longitudinal studies
/ Longitudinal study
/ Mathematical analysis
/ Original Articles
/ Orthogonal functions
/ Penalization
/ Regression analysis
/ Regression coefficients
/ Scalarity (Semantics)
/ Simulation
/ Thermal expansion
/ Time‐varying coefficient model
2020
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Longitudinal dynamic functional regression
by
Islam, Md Nazmul
, van Heugten, Eric
, Staicu, Ana-Maria
, Dumitru, Raluca
in
Basis functions
/ Breastfeeding & lactation
/ Computer simulation
/ Correlation analysis
/ Data analysis
/ Functional data
/ Functional principal component analysis
/ Functionals
/ Longitudinal functional regression
/ Longitudinal studies
/ Longitudinal study
/ Mathematical analysis
/ Original Articles
/ Orthogonal functions
/ Penalization
/ Regression analysis
/ Regression coefficients
/ Scalarity (Semantics)
/ Simulation
/ Thermal expansion
/ Time‐varying coefficient model
2020
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Journal Article
Longitudinal dynamic functional regression
2020
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Overview
The paper develops a parsimonious modelling framework to study the time-varying association between scalar outcomes and functional predictors observed at many instances, in longitudinal studies. The methods enable us to reconstruct the full trajectory of the response and are applicable to Gaussian and non-Gaussian responses. The idea is to model the time-varying functional predictors by using orthogonal basis functions and to expand the time-varying regression coefficient by using the same basis. Numerical investigation through simulation studies and data analysis show excellent performance in terms of accurate prediction and efficient computations, when compared with existing alternatives. The methods are inspired and applied to an animal science application, where of interest is to study the association between the feed intake of lactating sows and the minute-by-minute temperature throughout the 21 days of their lactation period. R code and an R illustration are provided.
Publisher
Wiley,Oxford University Press
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