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Hierarchical generalized additive models in ecology: an introduction with mgcv
by
Simpson, Gavin L.
, Pedersen, Eric J.
, Miller, David L.
, Ross, Noam
in
Computer applications
/ Data Science
/ Ecology
/ Fisheries
/ Functional regression
/ Generalized additive models
/ Generalized linear models
/ Hierarchical models
/ Regression
/ Smoothing
/ Spatial and Geographic Information Science
/ Statistical analysis
/ Statistics
/ Time series
/ Variables
/ Water temperature
2019
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Hierarchical generalized additive models in ecology: an introduction with mgcv
by
Simpson, Gavin L.
, Pedersen, Eric J.
, Miller, David L.
, Ross, Noam
in
Computer applications
/ Data Science
/ Ecology
/ Fisheries
/ Functional regression
/ Generalized additive models
/ Generalized linear models
/ Hierarchical models
/ Regression
/ Smoothing
/ Spatial and Geographic Information Science
/ Statistical analysis
/ Statistics
/ Time series
/ Variables
/ Water temperature
2019
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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?
Hierarchical generalized additive models in ecology: an introduction with mgcv
by
Simpson, Gavin L.
, Pedersen, Eric J.
, Miller, David L.
, Ross, Noam
in
Computer applications
/ Data Science
/ Ecology
/ Fisheries
/ Functional regression
/ Generalized additive models
/ Generalized linear models
/ Hierarchical models
/ Regression
/ Smoothing
/ Spatial and Geographic Information Science
/ Statistical analysis
/ Statistics
/ Time series
/ Variables
/ Water temperature
2019
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Hierarchical generalized additive models in ecology: an introduction with mgcv
Journal Article
Hierarchical generalized additive models in ecology: an introduction with mgcv
2019
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Overview
In this paper, we discuss an extension to two popular approaches to modeling complex structures in ecological data: the generalized additive model (GAM) and the hierarchical model (HGLM). The hierarchical GAM (HGAM), allows modeling of nonlinear functional relationships between covariates and outcomes where the shape of the function itself varies between different grouping levels. We describe the theoretical connection between HGAMs, HGLMs, and GAMs, explain how to model different assumptions about the degree of intergroup variability in functional response, and show how HGAMs can be readily fitted using existing GAM software, the mgcv package in R. We also discuss computational and statistical issues with fitting these models, and demonstrate how to fit HGAMs on example data. All code and data used to generate this paper are available at: github.com/eric-pedersen/mixed-effect-gams .
Publisher
PeerJ. Ltd,PeerJ, Inc,PeerJ Inc
Subject
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