Remote Sensing-Driven Climatic/Environmental Variables for Modelling Malaria Transmission in Sub-Saharan Africa
Abstract
:1. Introduction
2. Materials and Methods
2.1. Search Strategy
2.2. Selection Criteria
- Original peer-reviewed articles published in English between 1 January 2000 and 31 December 2014. The search period was selected because since 2000, robust appreciation and application of RS in malaria studies occurred, which can be attributed to the easy access of RS data and the emergence of improved remote sensing sensors. Furthermore, this period coincides with the availability of MODIS data [33].
- Articles that applied RS-derived climatic/environmental variables and/or climatic proxy indicators in evaluating malaria risk, distribution, transmission and mapping.
- Studies that assessed the impact of inter-annual climate variability on malaria transmission. Studies in which climate change projections were used to estimate future malaria distribution were excluded.
- Publications that used malaria incidence and/or prevalence data in their epidemiological study design (descriptive/explorative, spatial and/or temporal analysis and time series analysis). Studies that used only entomological data were excluded.
- Studies conducted in Sub-Saharan Africa. Continental-wide studies were excluded because many African countries have made significant progress in fighting malaria, and malaria is clustered in small areas.
2.3. Description of the Study Region
3. Results
3.1. East Africa
3.2. Southern Africa
3.3. West Africa
3.4. Central Africa
3.5. Commonly-Used RS Variables and Features of Satellites/Sensors Used by the Authors in the Articles Reviewed
4. Discussion
5. Conclusions
Acknowledgments
Author Contributions
Conflicts of Interest
Abbreviations
SSA | Sub-Saharan Africa |
RS | remote sensing |
ISI | Institute for Scientific Information |
NDVI | normalized difference vegetation index |
NOAA | National Oceanic and Atmospheric Administration |
AVHRR | Advanced Very High Resolution Radiometer |
MODIS | Moderate-resolution Imaging Spectrometer |
WHO | World Health Organisation |
ARIMA | autoregressive integrated moving average |
RFE | rainfall estimates |
CMAP | Climate Prediction Centre Merged Analysis of Precipitation |
LST | land surface temperature |
USGS | United States Geological Service |
DEM | digital elevation model |
ADDS | Africa Data Dissemination Service |
MIR | mid-infrared |
CCD | cold cloud duration |
ETa | actual evapotranspiration |
EVI | enhanced vegetation index |
MARA/ARMA | Mapping Malaria Risk in Africa |
NDWI | normalized difference water index |
TWI | topographic wetness index |
ETM+ | Enhanced Thematic Mapper plus |
SRTM | Shuttle radar Topography Mission |
DWP | nocturnal dew point |
TAMSAT | Tropical Application of Meteorology using satellite data and ground-based observations |
GPM | Global Precipitation Measurement mission |
SMAP | Soil Moisture Active/Passive mission |
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Reference(s) | Study Area(s) | Malaria Epidemiological Data | Climatic/Environmental Data Gotten via RS Technology | Environmental/Climatic Data from Other Sources | Statistical Method(s) | Main Findings | |
---|---|---|---|---|---|---|---|
Climatic/Environmental Data | Source(s) of RS Data | ||||||
[44] | Kenya: Western Kenya | Monthly inpatient confirmed cases | Multivariate El Nino Southern Oscillation Index (MENSOI) | NOAA | Monthly rainfall, mean monthly temperature | Time-series technique of spectral density analysis (SDA) | MENSOI did not influence teleconnection with monthly malaria incidence. |
[39] | Kenya | Historic malaria distribution maps | NDVI, MIR, LST | NOAA-AVH R, Meteosat, USGS-DEM | - | Temporal Fourier analysis (TFA), discriminant analysis | LST was noted to be the best predictor of malaria transmission intensity. NDVI and CCD were identified as secondary predictors of transmission intensity. Altitude significantly improved the predictions. |
Uganda | CCD, | ||||||
Tanzania | altitude | ||||||
[45] | Kenya: Kisii Central, Gucha, Nandi, and Kericho | Malaria cases (outpatients) | RFE | USGS | Seasonal climate forecast | WHO quartile, Cullen and cumulative sum (C-SUM) epidemic detection methods | Rainfall was able to forecast an epidemic one month in advance, but the outcome of seasonal climate forecast was erroneous and unreliable. |
[24] | Kenya: Kisii Central, Gucha, Nandi, and Kericho | Malaria cases (outpatients) | RFE | USGS | Seasonal climate forecast | WHO quartile, Cullen and C-SUM epidemic detection methods | Seasonal climate forecasts did not predict the heavy rainfall. Rainfall estimates gave timely and reliable early warning, but monthly surveillance of malaria cases gave no effective warning. |
[38] | Kenya | Malaria cases (outpatients) | Maximum temperature, minimum temperature and monthly rainfall | National Climate data Centre, NOAA | - | t-test, WHO Cullen epidemic detection methods, forward stepwise regression | Malaria incidence was significantly associated with monthly rainfall and maximum and minimum temperature at a time lag of 1–2 and 2–5 months, respectively. |
Ethiopia | |||||||
Uganda | |||||||
[40] | Kenya Uganda Tanzania | Malariometric data from Mapping Malaria Risk in Africa (MARA/ARMA) (children between 0 and 15 years) | NDVI, MIR, LST CCD, altitude, land cover | NOAA-AVHRR, Meteosat, USGS-DEM, Landsat TM | TFA, discriminant analysis | NDVI, CCD and water body area were associated with malaria in the dry Ecozone 1. In Ecozone 2 where it was assumed that water was not generally limiting, LST and MIR were most abundant among the predictor variables selected. | |
[43] | Eritrea | Monthly clinical malaria cases | RFE, NDVI | CMAP, NOAA-AVHRR | Interpolated rainfall gauge data | Spearman and Pearson rank correlations, principal component analysis (PCA), non-hierarchical clustering analysis. | NDVI anomalies were highly correlated with malaria incidence anomalies, particularly in the semi-arid north of the country and along the northern Red Sea coast, which is a highly epidemic-prone area. CMAP rainfall correlated with malaria incidence anomalies, with a lead time of 2–3 months; while weather station rainfall correlated with malaria anomalies with a lag of 2 months. |
[42] | Burundi: Karuzi | Monthly inpatient confirmed and unconfirmed cases | NDVI | AVHRR-NOAA | Rainfall, minimum and maximum temperature | ARIMA | NDVI, rainfall, mean maximum temperature and number of cases constituted the formation of the best predicting model (R2adj = 82%, p < 0.0001 and 93% forecasting accuracy in the range ±4 cases per 100 inhabitants). NDVI, rainfall and maximum temperature were noted to correlate with malaria cases. |
[25] | Eritrea | Monthly clinical malaria cases | RFE, NDVI | CMAP NOAA-AVHRR | Regression analysis | The Poisson regression analysis showed that CMAP rainfall estimates were significantly associated with malaria with a lead time of 2–3 months in Gash Barka. NDVI showed a similar relationship in Anseba. | |
[46] | Somalia | Survey of P. falciparum parasite rate (PfPR) | EVI | MODIS | Precipitation, temperature, distance to permanent water bodies | Logistic regression models, kriging, Bayesian binomial generalized linear geostatistical models | The non-spatial bivariate logistic regression analysis showed that EVI, precipitation, maximum and minimum temperature and distance to water were highly significantly associated with PfPR. After employing the above covariates in the multivariate Bayesian geostatistical model, only temperature and precipitation remained significant (odds 95% confidence interval (CI)) at the southern part of Somalia. |
[47] | Kenya: Nandi and Kisii | Confirmed and unconfirmed, monthly inpatient and outpatient cases | Dipole mode index (DMI), El Nino-Southern Oscillation (ENSO) index Nino 3 region (NINO3) | NOAA | Rainfall | Time series regression, Poisson generalized linear model (GLM), Pearson’s correlation | No strong association was found between NINO3 and the number of malaria cases after adjusting for the effect of DMI. Malaria cases increased by 3.4%–17.9% for each 0.1 increase above a DMI threshold value lagged at 3–4 months. Malaria cases increased by 1.4%–10.7% for each 10-mm increase in monthly rainfall lagged at 1–3 months. |
[48] | Tanzania | Survey of confirmed malaria cases among children less than 5 years old | LST, NDVI, altitude | MODIS DEM-USGS | Rainfall, permanent water bodies | Multivariate logistic regression, Bayesian kriging | The bivariate analyses showed that altitude was negatively associated with malaria risk at the 5% significance level, indicating that children at above 1500 m had a lower risk of malaria. Rainfall, NDVI, day and night LST were positively associated with parasitemia risk. |
[20] | Ethiopia: Amhara region | Monthly confirmed outpatients cases | LST, NDVI, enhanced vegetation index (EVI), actual evapotranspiration (ETa), RFE | MODIS TRMM, NASA, and the Japan Aerospace Exploration Agency (JAXA) | Seasonal autoregressive integrated moving average (SARIMA) | RFE, EVI, LST and ETa served as suitable malaria predictor as they improved the model fit, and they revealed a lagged positive association with malaria cases. ETa, which was utilized in malaria epidemiological study for the first time, showed a significant positive correlation with malaria at lags from 1–3 months in 3 of the 12 sites studied. EVI had a 3-month lag at 3 sites, while rainfall lagged by 1–3 months at 5 sites. LST exhibited a positive association lagged by 1–6 month at 6 sites. | |
[49] | Somalia | Survey of PfPR data among children of 2 to less than 10 years | EVI | MODIS | Annual mean precipitation, temperature suitability index (TSI), distance to larva breeding sites. | Linear regression, Space-time model-based geostatistical (MBG) method | The inclusion of 1 km2 MODIS EVI (odds ratio (OR) = 0.81, 95% CI = 0.19–1.44, p-value = 0.011) and other covariates (precipitation, floodplains, distance to main water bodies) in the analysis served as the best predictor for PfPR. |
Reference(s) | Study Area(s) | Malaria Epidemiological Data | Climatic/Environmental Data Obtained via RS Technology | Environmental/Climatic Data from Other Sources | Statistical Method(s) | Main Findings | |
---|---|---|---|---|---|---|---|
Climatic/Environmental Data | Source(s) of RS Data | ||||||
[50] | Zimbabwe | Monthly confirmed and unconfirmed cases (children less than 5 years old) | NDVI | NOAA-AVHRR | Rainfall, maximum temperature, minimum temperature, vapor pressure | Bayesian Poisson model | Vapor pressure, rainfall, mean monthly (28–32 °C) and maximum temperature (24–28 °C), showed a significant positive correlation with malaria incidence, while NDVI, high monthly maximum and minimum temperatures showed a negative association. |
[51] | Botswana | Confirmed malaria incidence data | RFE, sea surface temperature (SST) | CMAP | Stepwise regression, Spearman’s rank order, Pearson’s product moment correlation, quadratic test, logistic regression, Mann–Whitney U-tests | Negative anomalies of December–January SSTs were significantly associated with December–January rainfall estimates (Pearson’s R = −0.55 (−0.76 to −0.22) and Spearman’s R = −0.59 (−0.81 to −0.18)), as well as with the standardized malaria incidence anomalies and accounted for nearly 25% of the inter-annual variance in malaria incidence. | |
[52] | Zimbabwe | Annual confirmed and unconfirmed malaria case (children less than 5 years old) | NDVI | NOAA-AVHRR (NASA) | Rainfall, vapor pressure, mean temperature, maximum temperature, minimum temperature | Markham’s seasonality index, Negative binomial regression analysis, Bayesian negative binomial models | In the bivariate analysis NDVI, vapor pressure, rainfall, average monthly (28 °C–32 °C) and maximum (24 °C–29 °C) temperature range revealed a significant positive correlation (p < 0.001) with malaria incidence. After employing the spatiotemporal model, NDVI became insignificant. |
[53] | Botswana | Confirmed malaria incidence data | RFE | CMAP | SST | Probabilistic prediction, Kolmogorov–Smirnov test, quadratic test | Higher than expected malaria years were associated with above-average rainfall, while the lowest malaria years were associated with below average rainfall. |
[54] | Botswana | Malaria prevalence data (children between 1 and 14 years age) | NDVI, RFE | NOAA-AVHRR, CMAP | Elevation, surface water land cover, temperature vapor pressure | Univariate logistic regression analysis, stepwise bootstrap method | RFE (OR = 2.01, 95% CI = 1.47–2.70), annual mean temperature (OR = 5.75, 95% CI = 4.14–8.08) and elevation (OR = 1.82, 95% CI = 1.49–2.22) were significantly associated with malaria prevalence after allowing for spatial correlation. |
[28] | Angola | Survey of confirmed malaria cases (children less than 5 years old) | Day LST, night LST, NDVI, altitude | MODIS, USGS-DEM | Rainfall | Bayesian logistic regression, Bayesian kriging | NDVI (95% CI = 6.28, 17.94; OR = 10.62) and rainfall (95% CI = 6.00, 19.43; OR = 10.80) showed a significantly positive relationship with malaria incidence after carrying out a bivariate analysis. |
[55] | Zambia | Survey of confirmed malaria cases among children less than 5 years old | Day LST, night LST, NDVI, land cover, altitude | MODIS, USGS-DEM | RFE, water bodies (lakes, rivers and wetlands) | Lag time analysis, bivariate and multiple geostatistical logistic regression analysis, Bayesian kriging | NDVI, night LST at 1-km2 spatial resolution and rainfall within the last 2.7 months showed positive significant association, while day LST reflected a significant negative relationship. |
[56] | Namibia: Northern Namibia | Monthly confirmed malaria cases | EVI, precipitation | MODIS, TRMM-NASA and JAXA | Temperature suitability index (TSI) | Non-spatial Poisson regression, Bayesian spatio-temporal zero-inflated conditional autoregressive (CAR) model, zero-Inflated Poisson (ZIP) model | Initially, the univariate non-spatial regression analysis indicated that the EVI (coefficient of regression, 95% CI: 6.55, 4.25–8.87, p < 0.001), the temperature suitability index acquired from the Malaria Atlas project (7.57, 5.34–9.96, p < 0.001) and precipitation (0.02, 0.01–0.03, p = 0.002) were significant predictors. However, after employing the best performing predictive model (the multivariate model), only EVI (coefficient of regression, 95% CI: 14.29, 9.24–19.42, p < 0.001) was positively correlated. |
[57] | Swaziland | Monthly confirmed malaria cases (imported and locally-acquired) | NDVI, NDWI, elevation, TWI | Landsat-7 ETM+, SRTM | Temperature, rainfall, distance to nearest water body | Satterthwaite t-tests, logistic regression mixed model, random forest | Case households during the high transmission season tended to be located in areas of lower elevation, closer to bodies of water, in more sparsely-populated areas, with lower rainfall and warmer temperatures and closer to imported cases than random background points (all p < 0.001). In relation to model accuracy, NDWI was the most important RS-derived variable followed by NDVI and, lastly, TWI. |
[58] | Malawi | Monthly confirmed and unconfirmed cases | Precipitation, altitude | NOAA Climate Prediction Centre SRTM | temperature | Negative binomial generalized linear model (GLM), generalized linear mixed model (GLMM), Kernel density | The negative binomial with only fixed effects was used to determine the best time lags between climatic variables and malaria. It showed that at the 0.05 significance level, precipitation and temperature were statistically significant at Lag 1–3. The maximum relative malaria risk is observed to be the maximum temperature of 28 °C and precipitation of 6.24 mm·day−1. |
[26] | Zambia: Southern Province | Weekly confirmed malaria cases | Rainfall, NDVI, DWP, LST, elevation | TAMSAT, MODIS, ASTER | - | Kruskal-Wallis tests, Ljung–Box Q statistics, Kriging, ARIMAX | NDVI, DWP and night LST were the highly significant predictors at the high and low malaria transmission malaria zones partitioned in the study area. |
Reference(s) | Study Area(s) | Malaria Epidemiological Data | Climatic/Environmental Data Gotten via RS Technology | Environmental/Climatic Data from Other Sources | Statistical Method(s) | Main Findings | |
---|---|---|---|---|---|---|---|
Climatic/Environmental Data | Source(s) of RS Data | ||||||
[59] | Mali | Malaria prevalence data extracted from the MARA/ARMA database | NDVI | NOAA-AVHRR | Rainfall, average maximum temperature, average minimum temperature, distance to the nearest water body | Logistic regression analysis, kriging | Mean NDVI from June–November (wet season), mean maximum temperature from March–May, months with more than 60 mm of rainfall and distance to water bodies were the significant independent variables for predicting malaria prevalence. |
[60] | Mali | Malaria prevalence data extracted from the MARA/ARMA database | NDVI | NOAA/NASA-AVHRR | Temperature, duration of rainy season, distance to water | Garki mode, Bayesian models and kriging | During the raining season, NDVI and temperature had no statistical relationship with entomological inoculation rate (EIR). Distance to water was significantly related to transmission intensity, indicating high transmission in the areas within 4 km of the water source. |
[27] | Mali | Malaria prevalence data from the MARA/ARMA database (children between 1 and 10 years old) | NDVI | NASA-AVHRR | Temperature, rainfall, water bodies, season length | Bayesian logistic regression, Bayesian non-stationary model, Bayesian kriging | The non-stationary model showed that NDVI and minimum temperature had a positive statistical relationship with malaria risk, awhile rainfall had a negative statistical relationship. |
[61] | Côte d’Ivoire: Man | Confirmed P. falciparum survey in children between 6 and 16 years | NDVI, LST, RFE | MODIS-USGS Meteosat 7 | Distance to the nearest river | Bivariate logistic regression models | In bivariate non-spatial models, NDVI, RFE and distance to rivers, were significantly associated with a P. falciparum infection. However, after employing the spatial correlation, NDVI showed only a ‘borderline’ significance with P. falciparum prevalence. |
[23] | Mali: Bancoumana | Confirmed P. falciparum survey in children between 0 and 12 years | NDVI | NOAA-AVHRR | ARIMA | The seasonal analytical approach revealed that the seasonality of P. falciparum incidence was significantly explained by NDVI with s 15-day lag (p = 0.001). The NDVI threshold was 0.361 (p = 0.007). | |
[6] | West Africa | MARA/ARMA Malaria prevalence date among children between 1 and 10 years | NDVI, land use | NOAA-AVHRR USGS | Temperature, rainfall, soil water storage index (SWS), water bodies, agro-ecological zones | Logistic regression model, non-parametric regression models | NDVI was not associated with malaria in any of the four defined agro-ecological zones (Equatorial forest, Guinea savannah, Sahel region, Sudanese savannah). |
[62] | Côte d’Ivoire: Man | Survey of confirmed malaria cases among school children of Grades 3–5 | NDVI, LST, RFE DEM | MODIS-USGS Meteosat 7 SRTM | Bayesian negative binomial regression models, Bayesian kriging | The bivariate non-spatial analysis identified NDVI, RFE, LST and close proximity to standing water (rivers, swamps and irrigated fields) as significant risk malaria factors. After employing the spatial analyses, only mean RFE remained significant over the malaria transmission season (June–August). | |
[63] | Senegal | Survey of confirmed malaria cases among children less than 5 years old | Day LST, night LST, NDVI, altitude | MODIS USGS-DEM | Rainfall, permanent rivers and lakes | Bayesian geostatistical zero-inflated binomial (ZIB), Bayesian kriging | Night LST (OR 1.16; 95% CI (0.66, 1.86)) and NDVI (OR 1.48; 95% CI (0.88, 2.48)) were noted to have a positive association with malaria parasitemia. |
[64] | Côte d’Ivoire | Malaria prevalence data for children aged less than 16 years | LST, NDVI Elevation | MODIS, USGS-DEM | Rainfall, distance to the nearest water body | Binomial regression models, Bayesian non-spatial and geo-statistical logistic regression models, Bayesian kriging | In the non-stationary spatial model (the best model), the covariates rainfall (OR = 0.76; Bayesian credible interval (BCI) = 0.70, 0.83) and maximum LST (OR = 0.72; BCI = 0.64, 0.79) were significantly negatively associated with Plasmodium prevalence. |
Reference(s) | Study Area(s) | Malaria Epidemiological Data | Climatic/Environmental Data Gotten via RS Technology | Environmental/Climatic Data from Other Sources | Statistical Method(s) | Main Findings | |
---|---|---|---|---|---|---|---|
Climatic/Environmental Data | Source(s) of RS Data | ||||||
[65] | West Africa and Central Africa | Malaria prevalence data extracted from the MARA/ARMA database | NDVI, land use | NASA-AVHRR USGS-NASA | Temperature, rainfall, soil water storage index, water bodies, agro-ecological zones, transmission seasonality | Multivariate analysis, Garki model, Bayesian linear geostatistical model, Bayesian kriging | NDVI, distance from water, length of season, rainfall and maximum temperature correlated significantly with malaria transmission intensity and were included in the best fitting model. NDVI had a significant positive association with malaria transmission, except for areas distant from water bodies. This negative association between malaria transmission and distance to water was observed in regions with NDVI values greater than 0.6. |
RS Variables | Description | Sources |
---|---|---|
NDVI | This is an indicator of the greenness of the biomass and varies between −1 and +1. It is calculated as [66,67]: | MODIS, NOAA-AVHRR |
LST (day and night) | This can be estimated from thermal infrared sensors. It is sensitive to the thermal characteristics of the ground and atmospheric effects of spectral radiation [68]. | MODIS, NOAA-AVHRR |
RFE/CCD | This provides indirect estimates of rainfall based on the detection of precipitation particles or the duration a cloud top is below a threshold temperature [69]. | TRMM, CMAP, Meteosat |
EVI | EVI provides an alternative to NDVI because it improves sensitivity over areas of denser vegetation. It is calculated as [66]: , where G is a gain factor, C1 and C2 are aerosol resistance coefficients and L is the canopy background adjustment that addresses nonlinear, differential NIR and red radiant transfer through a canopy. | MODIS |
Elevation/altitude | This correlates negatively with temperature and positively with precipitation and can be applied as a surrogate indicator [69]. | USGS-DEM, ASTER, SRTM |
Land use and land cover | This is related to the natural and physical environment and the human activities on the landscape [66]. | MODIS, Landsat TM, USGS-NASA |
Satellite/Sensors | Spectral Range | Spatial Resolution | Revisit Time | Swath Width | Radiometric Resolution |
---|---|---|---|---|---|
NOAA/NASA-AVHRR | 0.58–12.50 µm | 1.1 km | 12 h | 2900 km | 10 bit |
MODIS | 0.40–14.50 µm | 250 m, 500 m, 1 km | 1–2 days | 2330 km | 12 bit |
Landsat TM 1 | 0.45–12.5 µm | 30 m, 120 m | 16 days | 185 km | 8 bit |
Landsat-7 ETM+ 2 | 0.45–12.5 µm | 15 m, 30 m, 60 m | 16 days | 185 km | 9 bit (8 bit transmitted) |
Meteosat 1–7 | 0.50–12.5 µm | 2.5 km, 5 km | 30 min | - | 8 bit |
Meteosat 8–10 | 0.40–14.40 µm | 1 km, 3 km | 15 min | 10 bit | |
TRMM | VIRS 3: 0.63 µm, 1.60 µm, 3.75 µm, 10.7 µm, and 12 µm | VIRS: 2 km TMI 4: 5–45 km PR 5: 4.3 km | 3 hourly, daily, monthly | VIRS: 720 km TMI: 780 km PR: 215 km | - |
SRTM | - | 30 m | 16 times per day | C-radar: 225 km X-radar: 50 km | C-radar: 8 bit X-radar: 6 bit |
ASTER | VNIR 6: 0.52–0.86 µm SWIR 7: 1.60–2.43 µm TIR 8: 8.125–11.65 µm | VNIR: 15 m SWIR: 30 m TIR: 90 m | 5 days 16 days 16 days | 60 km 60 km 60 km | VNIR: 8 bit SWIR: 8 bit TIR: 12 bit |
CMAP | - | 0.25° × 0.25° | 5 days, monthly | - | - |
Satellite/Sensors | Spectral Range | Spatial Resolution | Revisit Time | Swath Width | Radiometric Resolution |
---|---|---|---|---|---|
Landsat-8 | 0.43–12.5 µm | 15 m, 30 m, 100 m | 16 days | 185 km | 12 bit |
Copernicus: Sentinel-2 | 0.43–2.28 µm | 10 m, 20 m, 60 m | 5 days | 290 km | 12 bit |
GPM | - | 250 m, 500 m | 3 h | 120 km, 245 km, 885 km | - |
SMAP | - | 3 km, 10 km, 40 km | 2 days, 3 days | 1000 km | - |
SPOT 6 and SPOT 7 | 0.45–0.89 µm | 1.5 m, 2 m, 6 m, 8 m | 1–5 days | 60 km | 12 bit |
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Ebhuoma, O.; Gebreslasie, M. Remote Sensing-Driven Climatic/Environmental Variables for Modelling Malaria Transmission in Sub-Saharan Africa. Int. J. Environ. Res. Public Health 2016, 13, 584. https://doi.org/10.3390/ijerph13060584
Ebhuoma O, Gebreslasie M. Remote Sensing-Driven Climatic/Environmental Variables for Modelling Malaria Transmission in Sub-Saharan Africa. International Journal of Environmental Research and Public Health. 2016; 13(6):584. https://doi.org/10.3390/ijerph13060584
Chicago/Turabian StyleEbhuoma, Osadolor, and Michael Gebreslasie. 2016. "Remote Sensing-Driven Climatic/Environmental Variables for Modelling Malaria Transmission in Sub-Saharan Africa" International Journal of Environmental Research and Public Health 13, no. 6: 584. https://doi.org/10.3390/ijerph13060584
APA StyleEbhuoma, O., & Gebreslasie, M. (2016). Remote Sensing-Driven Climatic/Environmental Variables for Modelling Malaria Transmission in Sub-Saharan Africa. International Journal of Environmental Research and Public Health, 13(6), 584. https://doi.org/10.3390/ijerph13060584