| Literature DB >> 22233968 |
Catherine Pitt1, Bayard Roberts, Francesco Checchi.
Abstract
BACKGROUND: Where hard-to-access populations (such as those living in insecure areas) lack access to basic health services, relief agencies, donors, and ministries of health face a dilemma in selecting the most effective intervention strategy. This paper uses a decision mathematical model to estimate the relative effectiveness of two alternative strategies, mobile clinics and fixed community-based health services, for antibiotic treatment of childhood pneumonia, the world's leading cause of child mortality.Entities:
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Year: 2012 PMID: 22233968 PMCID: PMC3276416 DOI: 10.1186/1472-6963-12-9
Source DB: PubMed Journal: BMC Health Serv Res ISSN: 1472-6963 Impact factor: 2.655
Figure 1Simplified model structure.
Figure 2Decision tree: transitions from the healthy state. Healthy children may remain healthy or transition to any of the disease states on the following day. If a child develops pneumonia and health care is both available and sought, the child transitions directly to treatment for pneumonia; otherwise, the child transitions to a disease state (non-severe or severe pneumonia) without treatment. Values and equations defining transition probabilities are detailed in the Appendix.
Values of key model parameters in the baseline analysis
| Parameter | Scenario | Distribution | Source | ||
|---|---|---|---|---|---|
| No treatment | Mobile clinic | Community Health Worker | |||
| Incidence of pneumonia | 0.7 | 0.7 | 0.7 | Beta | Rudan et al. [ |
| Care-seeking behaviour | n/a | Median duration before care sought = 3 days, Cumulative probability of seeking care = 90% | Lognormal | Kallander et al [ | |
| Probability that treatment is available on any given day | 0% | 100% on day of weekly visit, | 100% | n/a | Assumption of the model |
| Probability of correct diagnosis and prescription | n/a | 90% | 80% | Beta | Kallander et al [ |
| Probability of adherence to treatment | n/a | 80% | Beta | Checchi et al [ | |
| Probability that treatment for non-severe pneumonia is efficacious | n/a | 95% | Beta | Hazir et al [ | |
| Probability that treatment for severe pneumonia is efficacious | n/a | 90% | 80% | Beta | Kabra et al [ |
Figure 3Sensitivity analysis: variation in pneumonia incidence.
Figure 4Sensitivity analysis: variation in mobile clinic frequency.
Figure 5Sensitivity analysis: variation in health care seeking behaviour.
Figure 6Sensitivity analysis: variation in sensitivity of diagnosis and prescription.