About: A new SEIR epidemic model with applications to the theory of eradication and control of diseases, and to the calculation of R 0

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About: A new SEIR epidemic model with applications to the theory of eradication and control of diseases, and to the calculation of R 0 Goto Sponge NotDistinct Permalink

An Entity of Type : schema:ScholarlyArticle, within Data Space : covidontheweb.inria.fr associated with source document(s)

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type	Academic Article research paper schema:ScholarlyArticle
isDefinedBy	Covid-on-the-Web dataset
title	A new SEIR epidemic model with applications to the theory of eradication and control of diseases, and to the calculation of R 0
Creator	Huang, Sen-Zhong
source	Elsevier; Medline
abstract	Abstract We present a novel SEIR (susceptible–exposure–infective–recovered) model that is suitable for modeling the eradication of diseases by mass vaccination or control of diseases by case isolation combined with contact tracing, incorporating the vaccine efficacy or the control efficacy into the model. Moreover, relying on this novel SEIR model and some probabilistic arguments, we have found four formulas that are suitable for estimating the basic reproductive numbers R 0 in terms of the ratio of the mean infectious period to the mean latent period of a disease. The ranges of R 0 for most known diseases, that are calculated by our formulas, coincide very well with the values of R 0 estimated by the usual method of fitting the models to observed data.
has issue date	2008-09-30(xsd:dateTime)
bibo:doi	10.1016/j.mbs.2008.06.005
bibo:pmid	18621064
has license	els-covid
sha1sum (hex)	650cae3c285240bc19d3592b477e5138e27e74dd
schema:url	https://doi.org/10.1016/j.mbs.2008.06.005
resource representing a document's title	A new SEIR epidemic model with applications to the theory of eradication and control of diseases, and to the calculation of R 0
has PubMed identifier	18621064
schema:publication	Mathematical Biosciences
resource representing a document's body	covid:650cae3c285240bc19d3592b477e5138e27e74dd#body_text
is schema:about of	named entity 'EXPOSURE' named entity 'CALCULATED' named entity 'OUR' named entity 'DISEASES' named entity 'RECOVERED' »more»
is wasQuotedFrom of	covid:arg/650cae3c285240bc19d3592b477e5138e27e74dd/0
is part of of	Abstract We present a novel SEIR (susceptible–exposure–infective–recovered) model that is suitable for modeling the eradication of diseases by mass vaccination or control of diseases by case isolation combined with contact tracing, incorporating the vaccine efficacy or the control efficacy into the model. Moreover, relying on this novel SEIR model and some probabilistic arguments, we have found four formulas that are suitable for estimating the basic reproductive numbers R 0 in terms of the ratio of the mean infectious period to the mean latent period of a disease. The ranges of R 0 for most known diseases, that are calculated by our formulas, coincide very well with the values of R 0 estimated by the usual method of fitting the models to observed data. covid:650cae3c285240bc19d3592b477e5138e27e74dd#body_text A new SEIR epidemic model with applications to the theory of eradication and control of diseases, and to the calculation of R 0

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