| Literature DB >> 29866113 |
Aayush Khadka1, Nicole A Perales2, Dorothy J Wei3, Anna D Gage3, Noah Haber4, Stéphane Verguet3, Bryan Patenaude3, Günther Fink3,5.
Abstract
BACKGROUND: The transmission of malaria through population inflows from highly endemic areas with limited control efforts poses major challenges for national malaria control programmes. Several multilateral programmes have been launched in recent years to address cross-border transmission. This study assesses the potential impact of such a programme at the Angolan-Namibian border.Entities:
Keywords: Angola; Cross-border; Malaria; Namibia; Spillover; Trans-Kunene malaria initiative
Mesh:
Year: 2018 PMID: 29866113 PMCID: PMC5987525 DOI: 10.1186/s12936-018-2368-4
Source DB: PubMed Journal: Malar J ISSN: 1475-2875 Impact factor: 2.979
Fig. 1Map demonstrating the grouping of areas in Namibia for the difference-in-difference analysis. The horizontal line in the middle of the map represents the Angola–Namibia border. The labels Cunene, Omusati, and Ohangwena represent the Angolan province and Namibian regions encompassed by the intervention corridor. The double lines represent major road networks in the programme area. Dark gray highlights areas in Namibia that are adjacent to Phase I Angolan areas. Light gray highlights areas in Namibia that are adjacent to Phase II Angolan areas
Characteristics of households, survey respondents, and children under-five at baseline (2014)
| Angola and Namibia | |
|---|---|
| Household characteristics | |
| Number of households | 740 |
| Mean household size (N = 739) | 9.01 (6.21) |
| Mean number of children under-five (N = 740) | 1.91 (1.58) |
| Mean number of LLITNs in household (N = 713) | 0.77 (1.39) |
| Mean number of LLITNs used last night (N = 713) | 0.60 (1.13) |
| Mean number of sleeping spaces in households (N = 735) | 4.54 (2.56) |
| Percentage of sleeping spaces covered with bed net on night before the survey (N = 704) | 14% |
| Percentage of households that had visitors from across the border stay the night in the last month (N = 727) | 43% |
| Percentage of households with individuals who have stayed overnight across the border in the last month (N = 732) | 44% |
| Respondent characteristics | |
| Percentage of female respondents (N = 727) | 60% |
| Mean age of respondents (N = 733) | 56 (20) |
| Mean highest grade achieved in school (N = 715) | 4 (4) |
| Percentage of correct responses to malaria related questions (N = 740) | 60% |
| Under-five children characteristics | |
| Mean age of under-five children (N = 1311) | 2 (1) |
| Percentage of under-five children who slept under LLITNs last night (N = 1328) | 14% |
| Percentage of under-five children with fever in last 2 weeks (N = 1295) | 23% |
Standard deviations in parentheses
Programme impact on respondent-reported fever among children under-five
| Outcome | Fever episode in 2 weeks prior to survey | ||||
|---|---|---|---|---|---|
| All children under-five | Age < 2 years | Age ≥ 2 years | Male children | Female children | |
| (1) | (2) | (3) | (4) | (5) | |
| Treated | 0.464*** (0.294 to 0.731) | 0.387*** (0.230 to 0.649) | 0.531** (0.304 to 0.929) | 0.649 (0.340 to 1.239) | 0.332*** (0.199 to 0.553) |
| Constant | 0.292*** (0.242 to 0.353) | 0.415*** (0.324 to 0.532) | 0.243*** (0.193 to 0.305) | 0.312*** (0.249 to 0.390) | 0.285*** (0.225 to 0.360) |
| H0: equal impacta | NA | p = 0.08 | p = 0.462 | ||
| Observations | 3750 | 1049 | 2612 | 1898 | 1783 |
Multivariable logistic regression results showing average programme impact on under-five child fever (Column 1), fever episodes among children under 2 years (Column 2), fever episodes among children between 2 and 4 years (Column 3), fever episode among male children (Column 4), and fever episode among female children (Column 5). All models control for survey-round fixed effects
95% confidence intervals shown in parentheses are based on Huber’s cluster robust variance estimator
*** p < 0.01, ** p < 0.05, * p < 0.1
ap-values based on a pooled linear model with an interaction term between age and treatment (Columns 2 and 3) and sex and treatment (Columns 4 and 5), respectively
Programme impact on secondary outcomes
| Outcome | (1) | (2) | (3) |
|---|---|---|---|
| Under-five child slept under LLITN on the night prior to the survey | Household LLITN ownership | Knowledge score (z-score) | |
| Treated | 0.568*** (0.464 to 0.672) | 4.357*** (3.761 to 4.953) | 0.352** (0.0335 to 0.670) |
| Constant | 0.144*** (0.0934 to 0.194) | 0.769*** (0.551 to 0.986) | − 0.279*** (− 0.434 to − 0.124) |
| Observations | 3788 | 2093 | 2126 |
| R-squared | 0.347 | 0.338 | 0.065 |
Multivariable linear regression results showing average programme impact on LLITN utilization among children under-five (Column 1), household LLITN ownership (Column 2), and malaria knowledge z-scores (Column 3). All models were estimated using Ordinary Least Squares regression models. Although not displayed, all models control for survey-round fixed effects. 95% confidence intervals shown in parentheses are based on Huber’s cluster robust variance estimator
*** p < 0.01, ** p < 0.05, * p < 0.1
Difference-in-differences analysis assessing treatment effect modification among Namibian villages between baseline and midline
| Outcome | Fever episode in 2 weeks prior to survey | |
|---|---|---|
| Linear probability model | Logistic model | |
| (1) | (2) | |
| Posta | − 0.053 (− 0.165 to 0.059) | 0.698 (0.338 to 1.444) |
| Post × complementary angolan programme effort | − 0.170** (− 0.337 to − 0.003) | 0.377 (0.135 to 1.049) |
| Observations | 706 | 706 |
| R-squared | 0.039 | |
Multivariable regression results from a difference-in-differences analysis. Column 1 and Column 2 show results based on a linear probability model and logistic regression model respectively. Although not shown in the table, the models control for an indicator of Namibian villages adjacent to Phase I Angolan areas at baseline. Constant terms from the two models are also not shown in the table. Data for this analysis is restricted to Namibian households surveyed at baseline and midline
95% confidence intervals shown in parentheses are based on Huber’s cluster robust variance estimator
*** p < 0.01, ** p < 0.05, * p < 0.1
aAll Namibian villages were treated between baseline and midline, which means that the post indicator captures both time and treatment effects
Interaction between programme impact in Angola and distance to Namibian border
| Outcome | Fever episode in 2 weeks prior to survey | |
|---|---|---|
| Linear probability model | Logistic regression model | |
| (1) | (2) | |
| Treated (midline) | − 0.112** (− 0.200 to − 0.0233) | 0.447*** (0.244 to 0.817) |
| Distance | − 0.000580 (− 0.00802 to 0.00686) | 0.996 (0.955 to 1.040) |
| Treated* distance | 0.0111*** (0.00384 to 0.0184) | 1.078*** (1.032 to 1.127) |
| Baseline | 0.211*** (0.121 to 0.302) | 0.268*** (0.160 to 0.449) |
| Observations | 1469 | 1469 |
| R-squared | 0.013 | |
Multivariable regression results from analysis for treatment effect modification in Angola. Results based on linear probability model are shown in Column 1. Results based on logistic regression model are shown in Column 2. 95% confidence intervals shown in parentheses are based on Huber’s cluster robust variance estimator. Sample is restricted to Angolan villages receiving treatment between baseline and midline
*** p < 0.01, ** p < 0.05, * p < 0.1
Programme impact in Angola, stratified by distance to Namibian border
| Outcome | Fever episode in 2 weeks prior to survey | |||
|---|---|---|---|---|
| Sample | (1) | (2) | (3) | (4) |
| < 5 km of the Namibia border | 5–10 km from the border | 10–15 km from the border | > 15 km from the border | |
| Treated | 0.368*** (0.217 to 0.624) | 0.962 (0.342 to 2.704) | 1.156 (0.691 to 1.934) | 1.835* (0.976 to 3.450) |
| Constant | 0.299*** (0.167 to 0.535) | 0.203*** (0.101 to 0.407) | 0.290*** (0.252 to 0.334) | 0.245*** (0.105 to 0.572) |
| Observations | 461 | 439 | 445 | 124 |
Logistic regression analysis demonstrating treatment effect on child morbidity within 5 km of the Angola–Namibia border (Column 1), between 5 and 10 km of the border (Column 2), between 10 and 15 km of the border (Column 3), and beyond 15 km of the border (Column 4). 95% confidence intervals shown in parentheses are based on Huber’s cluster robust variance estimator. Sample is restricted to Angolan villages receiving treatment between baseline and midline
*** p < 0.01, ** p < 0.05, * p < 0.1