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A Penalized Framework for Distributed Lag Non-Linear Models
by
Kenward, Michael G.
, Scheipl, Fabian
, Gasparrini, Antonio
, Armstrong, Ben
in
Applications programs
/ biometry
/ Computer simulation
/ computer software
/ DISCUSSION PAPER
/ Distributed lag
/ Exposure‐lag‐response
/ Generalized additive models
/ Latency
/ Nonlinear Dynamics
/ nonlinear models
/ Penalized splines
/ Routines
/ Software
/ Splines
/ Survival analysis
/ time series analysis
2017
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A Penalized Framework for Distributed Lag Non-Linear Models
by
Kenward, Michael G.
, Scheipl, Fabian
, Gasparrini, Antonio
, Armstrong, Ben
in
Applications programs
/ biometry
/ Computer simulation
/ computer software
/ DISCUSSION PAPER
/ Distributed lag
/ Exposure‐lag‐response
/ Generalized additive models
/ Latency
/ Nonlinear Dynamics
/ nonlinear models
/ Penalized splines
/ Routines
/ Software
/ Splines
/ Survival analysis
/ time series analysis
2017
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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?
A Penalized Framework for Distributed Lag Non-Linear Models
by
Kenward, Michael G.
, Scheipl, Fabian
, Gasparrini, Antonio
, Armstrong, Ben
in
Applications programs
/ biometry
/ Computer simulation
/ computer software
/ DISCUSSION PAPER
/ Distributed lag
/ Exposure‐lag‐response
/ Generalized additive models
/ Latency
/ Nonlinear Dynamics
/ nonlinear models
/ Penalized splines
/ Routines
/ Software
/ Splines
/ Survival analysis
/ time series analysis
2017
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A Penalized Framework for Distributed Lag Non-Linear Models
Journal Article
A Penalized Framework for Distributed Lag Non-Linear Models
2017
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Overview
Distributed lag non-linear models (DLNMs) are a modelling tool for describing potentially non-linear and delayed dependencies. Here, we illustrate an extension of the DLNM framework through the use of penalized splines within generalized additive models (GAM). This extension offers built-in model selection procedures and the possibility of accommodating assumptions on the shape of the lag structure through specific penalties. In addition, this framework includes, as special cases, simpler models previously proposed for linear relationships (DLMs). Alternative versions of penalized DLNMs are compared with each other and with the standard unpenalized version in a simulation study. Results show that this penalized extension to the DLNM class provides greater flexibility and improved inferential properties. The framework exploits recent theoretical developments of GAMs and is implemented using efficient routines within freely available software. Real-data applications are illustrated through two reproducible examples in time series and survival analysis.
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