PrevMap: An R Package for Prevalence Mapping

In this paper we introduce a new R package, PrevMap, for the analysis of spatially referenced prevalence data, including both classical maximum likelihood and Bayesian approaches to parameter estimation and plug-in or Bayesian prediction. More specifically, the new package implements fitting of geos...

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Main Authors: Emanuele Giorgi, Peter J. Diggle
Format: Article
Language:English
Published: Foundation for Open Access Statistics 2017-06-01
Series:Journal of Statistical Software
Subjects:
R
Online Access:https://www.jstatsoft.org/index.php/jss/article/view/2479
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spelling doaj-33706d4fa1db493cb9706285e24616ea2020-11-25T00:42:30ZengFoundation for Open Access StatisticsJournal of Statistical Software1548-76602017-06-0178112910.18637/jss.v078.i081119PrevMap: An R Package for Prevalence MappingEmanuele GiorgiPeter J. DiggleIn this paper we introduce a new R package, PrevMap, for the analysis of spatially referenced prevalence data, including both classical maximum likelihood and Bayesian approaches to parameter estimation and plug-in or Bayesian prediction. More specifically, the new package implements fitting of geostatistical models for binomial data, based on two distinct approaches. The first approach uses a generalized linear mixed model with logistic link function, binomial error distribution and a Gaussian spatial process as a stochastic component in the linear predictor. A simpler, but approximate, alternative approach consists of fitting a linear Gaussian model to empirical-logit-transformed data. The package also includes implementations of convolution-based low-rank approximations to the Gaussian spatial process to enable computationally efficient analysis of large spatial datasets. We illustrate the use of the package through the analysis of Loa loa prevalence data from Cameroon and Nigeria. We illustrate the use of the low rank approximation using a simulated geostatistical dataset.https://www.jstatsoft.org/index.php/jss/article/view/2479Bayesian analysisgeostatisticslow-rank approximationsMonte Carlo maximum likelihoodprevalence dataR
collection DOAJ
language English
format Article
sources DOAJ
author Emanuele Giorgi
Peter J. Diggle
spellingShingle Emanuele Giorgi
Peter J. Diggle
PrevMap: An R Package for Prevalence Mapping
Journal of Statistical Software
Bayesian analysis
geostatistics
low-rank approximations
Monte Carlo maximum likelihood
prevalence data
R
author_facet Emanuele Giorgi
Peter J. Diggle
author_sort Emanuele Giorgi
title PrevMap: An R Package for Prevalence Mapping
title_short PrevMap: An R Package for Prevalence Mapping
title_full PrevMap: An R Package for Prevalence Mapping
title_fullStr PrevMap: An R Package for Prevalence Mapping
title_full_unstemmed PrevMap: An R Package for Prevalence Mapping
title_sort prevmap: an r package for prevalence mapping
publisher Foundation for Open Access Statistics
series Journal of Statistical Software
issn 1548-7660
publishDate 2017-06-01
description In this paper we introduce a new R package, PrevMap, for the analysis of spatially referenced prevalence data, including both classical maximum likelihood and Bayesian approaches to parameter estimation and plug-in or Bayesian prediction. More specifically, the new package implements fitting of geostatistical models for binomial data, based on two distinct approaches. The first approach uses a generalized linear mixed model with logistic link function, binomial error distribution and a Gaussian spatial process as a stochastic component in the linear predictor. A simpler, but approximate, alternative approach consists of fitting a linear Gaussian model to empirical-logit-transformed data. The package also includes implementations of convolution-based low-rank approximations to the Gaussian spatial process to enable computationally efficient analysis of large spatial datasets. We illustrate the use of the package through the analysis of Loa loa prevalence data from Cameroon and Nigeria. We illustrate the use of the low rank approximation using a simulated geostatistical dataset.
topic Bayesian analysis
geostatistics
low-rank approximations
Monte Carlo maximum likelihood
prevalence data
R
url https://www.jstatsoft.org/index.php/jss/article/view/2479
work_keys_str_mv AT emanuelegiorgi prevmapanrpackageforprevalencemapping
AT peterjdiggle prevmapanrpackageforprevalencemapping
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