Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT

This paper describes the R package EpiILMCT, which allows users to study the spread of infectious disease using continuous time individual level models (ILMs). The package provides tools for simulation from continuous time ILMs that are based on either spatial demographic, contact network, or a comb...

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Main Authors: Waleed Almutiry, Vineetha Warriyar K V, Rob Deardon
Format: Article
Language:English
Published: Foundation for Open Access Statistics 2021-06-01
Series:Journal of Statistical Software
Subjects:
Online Access:https://www.jstatsoft.org/index.php/jss/article/view/3405
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author Waleed Almutiry
Vineetha Warriyar K V
Rob Deardon
author_facet Waleed Almutiry
Vineetha Warriyar K V
Rob Deardon
author_sort Waleed Almutiry
collection DOAJ
description This paper describes the R package EpiILMCT, which allows users to study the spread of infectious disease using continuous time individual level models (ILMs). The package provides tools for simulation from continuous time ILMs that are based on either spatial demographic, contact network, or a combination of both of them, and for the graphical summarization of epidemics. Model fitting is carried out within a Bayesian Markov Chain Monte Carlo framework. The continuous time ILMs can be implemented within either susceptible-infected-removed (SIR) or susceptible-infected-notified-removed (SIN R) compartmental frameworks. As infectious disease data is often partially observed, data uncertainties in the form of missing infection times - and in some situations missing removal times - are accounted for using data augmentation techniques. The package is illustrated using both simulated and an experimental data set on the spread of the tomato spotted wilt virus disease.
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spelling doaj.art-b6647bda1d144d1faaec3e582e27f82a2023-06-01T18:41:07ZengFoundation for Open Access StatisticsJournal of Statistical Software1548-76602021-06-0198110.18637/jss.v098.i103272Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCTWaleed AlmutiryVineetha Warriyar K VRob DeardonThis paper describes the R package EpiILMCT, which allows users to study the spread of infectious disease using continuous time individual level models (ILMs). The package provides tools for simulation from continuous time ILMs that are based on either spatial demographic, contact network, or a combination of both of them, and for the graphical summarization of epidemics. Model fitting is carried out within a Bayesian Markov Chain Monte Carlo framework. The continuous time ILMs can be implemented within either susceptible-infected-removed (SIR) or susceptible-infected-notified-removed (SIN R) compartmental frameworks. As infectious disease data is often partially observed, data uncertainties in the form of missing infection times - and in some situations missing removal times - are accounted for using data augmentation techniques. The package is illustrated using both simulated and an experimental data set on the spread of the tomato spotted wilt virus disease.https://www.jstatsoft.org/index.php/jss/article/view/3405EpiILMCTinfectious diseaseindividual level modelingspatialcontact networkR
spellingShingle Waleed Almutiry
Vineetha Warriyar K V
Rob Deardon
Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
Journal of Statistical Software
EpiILMCT
infectious disease
individual level modeling
spatial
contact network
R
title Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
title_full Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
title_fullStr Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
title_full_unstemmed Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
title_short Continuous Time Individual-Level Models of Infectious Disease: Package EpiILMCT
title_sort continuous time individual level models of infectious disease package epiilmct
topic EpiILMCT
infectious disease
individual level modeling
spatial
contact network
R
url https://www.jstatsoft.org/index.php/jss/article/view/3405
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