| Literature DB >> 12781016 |
Richard Reithinger1, Mohammad Mohsen, Khoksar Aadil, Majeed Sidiqi, Panna Erasmus, Paul G Coleman.
Abstract
A prevalence survey in Kabul City showed that 2.7% and 21.9% of persons have active leishmaniasis lesions or scars, respectively. Incidence of disease was estimated to be 2.9% (29 cases/1,000 persons per year; 95% confidence interval 0.018 to 0.031). Disease was associated with age and gender; logistic regression analyses showed significant clustering of cases.Entities:
Mesh:
Year: 2003 PMID: 12781016 PMCID: PMC3000158 DOI: 10.3201/eid0906.030026
Source DB: PubMed Journal: Emerg Infect Dis ISSN: 1080-6040 Impact factor: 6.883
Within- and between-household clustering of anthroponotic cutaneous leishmaniasis lesions and scars, Kabul City, Afghanistana
| Explanatory variables | Outcome variableb | ||
|---|---|---|---|
| Lesion | Scar | ||
|
| OR (CI) | OR (CI) | |
| Prevalence of lesions in other household members | 132.3 (67.3 to 259.8)
p<0.001 | 3.728 (2.799 to 4.964)
p<0.001 | |
| Prevalence of scars in other household members | 1.988 (1.500 to 2.635)
p<0.001 | 48.24 (41.79 to 55.68)
p<0.001 | |
|
|
|
| |
| Prevalence of lesions in nearest neighbor households | 2.323 (0.984 to 5.486)
NS | 1.585 (1.036 to 1.353)
p<0.05 | |
| Prevalence of scars in nearest neighbor households | 1.376 (0.957 to 1.980)
NS | 1.184 (1.036 to 1.353)
p<0.05 | |
|
|
|
| |
| Age | 1.005 (1.000 to 1.009)
p<0.05 | 1.013 (1.011 to 1.015)
p<0.001 | |
| Sex (female relative to male) | 1.383 (1.177 to 1.626)
p<0.001 | 1.186 (1.108 to 1.270)
p<0.001 | |
| Sampling areac | Chi square=213.6, d.f.=89
p<0.001 | Chi square=330.8, d.f.=89
p<0.001 | |
|
| Pseudo R2 = 11.89% p<0.0001 | Pseudo R2=22.72 p<0.0001 | |
aAbbreviations used: OR, odds ratio; CI, 95% confidence intervals; d.f., degrees of freedom; NS, not significant. bThe statistical model controlled for age (in years), sex, and sampling area (a total of 90 areas), while the standard errors were adjusted for sampling of persons at the household level. cThe overall significance of the variable is shown rather than the ORs for the 90 different sampling areas.
FigureA, the average probability of having a lesion at different levels of lesion prevalence recorded among other members of the same household (open circles) and the unadjusted fit (solid line) from the logistic regression. B, the average probability of having a scar at different levels of scar prevalence recorded in other members of the same household (open circles) and the unadjusted fit (solid line) from the logistic regression. C, average probability of having a scar at different levels of scar prevalence in nearest neighbor households (open circles) and the unadjusted fit (solid line) from the logistic regression. D, force of infection, λ, can be estimated from the age-prevalence data, where the proportion, P, of persons with ACL at age a (where a is age at last birthday plus 0.5 years) is given by P(a) = 1-exp(-λa) (). If one assumes that age-independent transmission started 12 years earlier (), λ was estimated by maximum likelihood by using the observed age-prevalence data for children <12 y of age.