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Items: 1 to 20 of 80

1.

The impact of realistic age structure in simple models of tuberculosis transmission.

Brooks-Pollock E, Cohen T, Murray M.

PLoS One. 2010 Jan 7;5(1):e8479. doi: 10.1371/journal.pone.0008479.

2.

Contact tracing of tuberculosis: a systematic review of transmission modelling studies.

Begun M, Newall AT, Marks GB, Wood JG.

PLoS One. 2013 Sep 4;8(9):e72470. doi: 10.1371/journal.pone.0072470. eCollection 2013. Review.

3.

Modeling socio-demography to capture tuberculosis transmission dynamics in a low burden setting.

Guzzetta G, Ajelli M, Yang Z, Merler S, Furlanello C, Kirschner D.

J Theor Biol. 2011 Nov 21;289:197-205. doi: 10.1016/j.jtbi.2011.08.032. Epub 2011 Sep 3.

4.

Exogenous re-infection and the dynamics of tuberculosis epidemics: local effects in a network model of transmission.

Cohen T, Colijn C, Finklea B, Murray M.

J R Soc Interface. 2007 Jun 22;4(14):523-31.

5.

Assessment of tuberculosis burden in China using a dynamic disease simulation model.

Mehra M, Cossrow N, Kambili C, Underwood R, Makkar R, Potluri R.

Int J Tuberc Lung Dis. 2013 Sep;17(9):1186-94. doi: 10.5588/ijtld.12.0959. Epub 2013 Jul 3.

PMID:
23827732
6.

The impact of HIV/AIDS on the control of tuberculosis in India.

Williams BG, Granich R, Chauhan LS, Dharmshaktu NS, Dye C.

Proc Natl Acad Sci U S A. 2005 Jul 5;102(27):9619-24. Epub 2005 Jun 23.

7.

Comparing epidemic tuberculosis in demographically distinct heterogeneous populations.

Murphy BM, Singer BH, Anderson S, Kirschner D.

Math Biosci. 2002 Nov-Dec;180:161-85.

PMID:
12387922
8.

Transmission modeling and health systems: the case of TB in India.

Mandal S, Arinaminpathy N.

Int Health. 2015 Mar;7(2):114-20. doi: 10.1093/inthealth/ihv004.

PMID:
25733561
9.

The potential impact of enhanced diagnostic techniques for tuberculosis driven by HIV: a mathematical model.

Dowdy DW, Chaisson RE, Moulton LH, Dorman SE.

AIDS. 2006 Mar 21;20(5):751-62.

PMID:
16514306
10.

A probabilistic transmission and population dynamic model to assess tuberculosis infection risk.

Liao CM, Cheng YH, Lin YJ, Hsieh NH, Huang TL, Chio CP, Chen SC, Ling MP.

Risk Anal. 2012 Aug;32(8):1420-32. doi: 10.1111/j.1539-6924.2011.01750.x. Epub 2011 Dec 28.

PMID:
22211354
11.

Can Australia eliminate TB? Modelling immigration strategies for reaching MDG targets in a low-transmission setting.

Denholm JT, McBryde ES.

Aust N Z J Public Health. 2014 Feb;38(1):78-82. doi: 10.1111/1753-6405.12161.

PMID:
24494951
12.

Mathematical modelling of the epidemiology of tuberculosis.

White PJ, Garnett GP.

Adv Exp Med Biol. 2010;673:127-40. Review.

PMID:
20632534
13.

A mathematical model for evaluating tuberculosis screening strategies.

Jia Z, Cheng S, Jia X.

J Evid Based Med. 2011 Feb;4(1):48-52. doi: 10.1111/j.1756-5391.2011.01116.x.

PMID:
21342483
14.

Tuberculosis incidence in developing countries with high prevalence of HIV infection.

Bermejo A, Veeken H, Berra A.

AIDS. 1992 Oct;6(10):1203-6.

PMID:
1466853
15.

Interpreting measures of tuberculosis transmission: a case study on the Portuguese population.

Lopes JS, Rodrigues P, Pinho ST, Andrade RF, Duarte R, Gomes MG.

BMC Infect Dis. 2014 Jun 18;14:340. doi: 10.1186/1471-2334-14-340.

16.

The transmission dynamics of tuberculosis in a recently developed Chinese city.

Wu P, Lau EH, Cowling BJ, Leung CC, Tam CM, Leung GM.

PLoS One. 2010 May 3;5(5):e10468. doi: 10.1371/journal.pone.0010468.

17.
18.

Women and tuberculosis.

Connolly M, Nunn P.

World Health Stat Q. 1996;49(2):115-9. Review.

PMID:
9050189
19.

Strategies to decrease tuberculosis in us homeless populations: a computer simulation model.

Brewer TF, Heymann SJ, Krumplitsch SM, Wilson ME, Colditz GA, Fineberg HV.

JAMA. 2001 Aug 15;286(7):834-42.

PMID:
11497538
20.

A model for tuberculosis with exogenous reinfection.

Feng Z, Castillo-Chavez C, Capurro AF.

Theor Popul Biol. 2000 May;57(3):235-47.

PMID:
10828216

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