Feasibility of achieving the 2025 WHO global tuberculosis targets in South Africa, China, and India: a combined analysis of 11 mathematical models.
about
Modular programming for tuberculosis control, the "AuTuMN" platform.Diagnosis of Tuberculosis in HIV Co-infected Individuals: Current Status, Challenges and Opportunities for the Future.Tuberculosis in China: A longitudinal predictive model of the general population and recommendations for achieving WHO goals.Diagnosis of opportunistic infections: HIV co-infections - tuberculosis.Cost-effectiveness and resource implications of aggressive action on tuberculosis in China, India, and South Africa: a combined analysis of nine models.Analysis of Transmission and Control of Tuberculosis in Mainland China, 2005-2016, Based on the Age-Structure Mathematical Model.Catastrophic costs potentially averted by tuberculosis control in India and South Africa: a modelling study.What We Know About Tuberculosis Transmission: An Overview.Latent tuberculosis infection in foreign-born communities: Import vs. transmission in The Netherlands derived through mathematical modelling.Nanoparticle-Fusion Protein Complexes Protect against Mycobacterium tuberculosis Infection.Progression from latent infection to active disease in dynamic tuberculosis transmission models: a systematic review of the validity of modelling assumptions.Small contribution of gold mines to the ongoing tuberculosis epidemic in South Africa: a modeling-based study.Disparities in model-based cost-effectiveness analyses of tuberculosis diagnosis: A systematic review.Tuberculosis in South Asia: a tide in the affairs of men.Identifying socioeconomic, epidemiological and operational scenarios for tuberculosis control in Brazil: an ecological study.Times series analysis of age-specific tuberculosis at a rapid developing region in China, 2011-2016.Tuberculosis preventive treatment: the next chapter of tuberculosis elimination in IndiaDevelopment and validation of a predictive ecological model for TB prevalence
P2860
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P2860
Feasibility of achieving the 2025 WHO global tuberculosis targets in South Africa, China, and India: a combined analysis of 11 mathematical models.
description
2016 nî lūn-bûn
@nan
2016年の論文
@ja
2016年論文
@yue
2016年論文
@zh-hant
2016年論文
@zh-hk
2016年論文
@zh-mo
2016年論文
@zh-tw
2016年论文
@wuu
2016年论文
@zh
2016年论文
@zh-cn
name
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@en
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@nl
type
label
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@en
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@nl
prefLabel
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@en
Feasibility of achieving the 2 ...... sis of 11 mathematical models.
@nl
P2093
P50
P921
P1476
Feasibility of achieving the 2 ...... ysis of 11 mathematical models
@en
P2093
Alison D Grant
Allison S Rhines
Bradley G Wagner
Carel Pretorius
Chieh-Yin Wu
Christopher C Whalen
Colleen Daniels
Daniel P Chin
David W Dowdy
Delia Boccia
P304
P356
10.1016/S2214-109X(16)30199-1
P50
P577
2016-10-06T00:00:00Z