| Literature DB >> 31229000 |
Josh M Colston1, Benjamin Zaitchik2, Gagandeep Kang3, Pablo Peñataro Yori1, Tahmeed Ahmed4, Aldo Lima5, Ali Turab6, Esto Mduma7, Prakash Sunder Shrestha8, Pascal Bessong9, Roger D Peng10, Robert E Black1, Lawrence H Moulton1, Margaret N Kosek11.
Abstract
BACKGROUND: Climate change threatens to undermine recent progress in reducing global deaths from diarrhoeal disease in children. However, the scarcity of evidence about how individual environmental factors affect transmission of specific pathogens makes prediction of trends under different climate scenarios challenging. We aimed to model associations between daily estimates of a suite of hydrometeorological variables and rotavirus infection status ascertained through community-based surveillance.Entities:
Mesh:
Year: 2019 PMID: 31229000 PMCID: PMC6650544 DOI: 10.1016/S2542-5196(19)30084-1
Source DB: PubMed Journal: Lancet Planet Health ISSN: 2542-5196
Number of study participants and number, proportion, and incidence of rotavirus-positive samples in each of the MAL-ED study sites, by vaccine category and sample type
| Rotavirus-positive samples | Total samples | Rotavirus incidence per 100 person-years | Rotavirus-positive samples | Total samples | Rotavirus incidence per 100 person-years | |||
|---|---|---|---|---|---|---|---|---|
| Fortaleza, Brazil | 38 (1·0%) | 3624 | 10·2 | 4 (4·4%) | 91 | 1·1 | 371·7 | 227 |
| Loreto, Peru | 178 (2·8%) | 6328 | 36·9 | 103 (5·4%) | 1892 | 21·3 | 482·7 | 303 |
| Venda, South Africa | 104 (1·8%) | 5764 | 20·6 | 5 (4·6%) | 108 | 1·0 | 505·3 | 290 |
| Total | 320 (2·0%) | 15 716 | 23·5 | 112 (5·4%) | 2091 | 8·2 | 1359·7 | 820 |
| Dhaka, Bangladesh | 264 (5·0%) | 5282 | 57·7 | 339 (22·3%) | 1519 | 74·1 | 457·6 | 265 |
| Vellore, India | 374 (6·7%) | 5570 | 80·8 | 65 (13·4%) | 486 | 14·1 | 462·6 | 243 |
| Bhaktapur, Nepal | 163 (3·0%) | 5519 | 35·2 | 95 (11·6%) | 822 | 20·5 | 462·6 | 238 |
| Naushero Feroze, Pakistan | 172 (3·0%) | 5676 | 33·3 | 117 (5·5%) | 2112 | 22·7 | 516·3 | 275 |
| Haydom, Tanzania | 239 (4·6%) | 5147 | 51·2 | 17 (16·8%) | 101 | 3·6 | 467·0 | 259 |
| Total | 1212 (4·5%) | 27 194 | 51·2 | 633 (12·6%) | 5040 | 26·8 | 2366·0 | 1280 |
Data are n (%), unless otherwise indicated.
Figure 1Box plots of the distributions of the nine hydrometeorological variables at the eight MAL-ED sites
Global Land Data Assimilation System data are disseminated as part of the mission of NASA's Earth Science Division and archived and distributed by the Goddard Earth Sciences Data and Information Services Center.
Figure 2Probabilities of rotavirus infection predicted by single-variable, absolute effect models for nine hydrometeorological variables in the MAL-ED sites
Symptomatic (probability of rotavirus positivity for diarrhoeal stool) and asymptomatic (probability of rotavirus positivity for a non-diarrhoeal stool) episodes are shown. *p=0·01 to 0·05. †p<0·0001. For variables for which multiple lags met the criteria for inclusion in subsequent models, only the one with the highest level of significance is shown, but the magnitude and shape of the association did not change substantially for the other lag lengths (not shown).
Figure 3Probabilities of rotavirus infection predicted by single-variable, adjusted effect models for nine hydrometeorological variables in the MAL-ED sites
Symptomatic (probability of rotavirus positivity for diarrhoeal stool) and asymptomatic (probability of rotavirus positivity for a non-diarrhoeal stool) episodes are shown. *p<0·0001. †p=0·001 to 0·01. For variables for which multiple lags met the criteria for inclusion in subsequent models, only the one with the highest level of statistical significance is shown, but the magnitude and shape of the association did not change substantial for the other lag lengths (not shown).
Figure 4Significance levels from Wald test χ2 statistics for associations between hydrometeorological variables, covariates, and their interactions from the final main effect and interaction models
(A) absolute effect (absolute values, no adjustment for seasonality). (B) Adjusted effect (site-specific deviations, adjusting for seasonality). COD=Tjur's Coefficients of Determination. Partial COD=COD for included hydrometeorological variables and their interactions.
Site-specific Tjur's Coefficients of Determination for model predictions when observations from each site were withheld and treated as out-of-sample data
| Dhaka, Bangladesh | 0·6% | 3·2% |
| Fortaleza, Brazil | 0·3% | 0·1% |
| Vellore, India | 0·2% | 0·8% |
| Bhaktapur, Nepal | 14·1% | 1·1% |
| Loretu, Peru | 0·1% | 1·4% |
| Naushero Feroze, Pakistan | 13·1% | 1·6% |
| Venda, South Africa | 0·0% | 0·2% |
| Haydom, Tanzania | 0·3% | 0·9% |
Data shown are the proportion of the variability in the rotavirus outcome at each site explained by the final models.