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  4. Modeling the Spread of Tuberculosis in Semiclosed Communities
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Modeling the Spread of Tuberculosis in Semiclosed Communities

Journal
Computational and Mathematical Methods in Medicine
ISSN
1748-670X
1748-6718
Date Issued
2013
Author(s)
HERRERA MARÍN, MAURICIO RENÉ  
Facultad de Ingeniería  
BOSCH PÉREZ, PAUL JESÚS
Facultad de Ingeniería  
NÁJERA, MANUEL
Facultad de Medicina Clínica Alemana Universidad del Desarrollo  
AGUILERA SANHUEZA, XIMENA PAZ  
Facultad de Medicina Clínica Alemana Universidad del Desarrollo  
Type
Resource Types::text::journal::journal article
Scopus ID
2-s2.0-84878646852
WoS ID
WOS:000319139700001
DOI
10.1155/2013/648291
URL
https://investigadores.udd.cl/handle/123456789/8266
Abstract
We address the problem of long-term dynamics of tuberculosis (TB) and latent tuberculosis (LTB) in semiclosed communities. These communities are congregate settings with the potential for sustained daily contact for weeks, months, and even years between their members. Basic examples of these communities are prisons, but certain urban/rural communities, some schools, among others could possibly fit well into this definition. These communities present a sort of ideal conditions for TB spread. In order to describe key relevant dynamics of the disease in these communities, we consider a five compartments SEIR model with five possible routes toward TB infection: primary infection after a contact with infected and infectious individuals (fast TB), endogenous reactivation after a period of latency (slow TB), relapse by natural causes after a cure, exogenous reinfection of latently infected, and exogenous reinfection of recovered individuals. We discuss the possible existence of multiple endemic equilibrium states and the role that the two types of exogenous reinfections in the long-term dynamics of the disease could play.
Subjects
exogenous reinfection

; 

mycobacterium-tuberculosis

; 

pulmonary tuberculosis

; 

epidemiology

; 

infection

; 

transmission

; 

immigration

; 

dynamics

; 

risk
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