| Literature DB >> 34529649 |
Laith Hussain-Alkhateeb1, Tatiana Rivera Ramírez2, Axel Kroeger2, Ernesto Gozzer3, Silvia Runge-Ranzinger2,4.
Abstract
BACKGROUND: Early warning systems (EWSs) are of increasing importance in the context of outbreak-prone diseases such as chikungunya, dengue, malaria, yellow fever, and Zika. A scoping review has been undertaken for all 5 diseases to summarize existing evidence of EWS tools in terms of their structural and statistical designs, feasibility of integration and implementation into national surveillance programs, and the users' perspective of their applications.Entities:
Mesh:
Year: 2021 PMID: 34529649 PMCID: PMC8445439 DOI: 10.1371/journal.pntd.0009686
Source DB: PubMed Journal: PLoS Negl Trop Dis ISSN: 1935-2727
ID, study design, model, and statistics used.
| Article ID | Authors (year) | Types of study design | Publication year and country/region | Types of models/statistics used | Category of study |
|---|---|---|---|---|---|
| D1 [ | Hussain-Alkhateeb and colleagues (2018) | Retrospective; cohort | 2018 Multicountry | Shewhart and endemic channel approach (moving average) | 1 |
| D2 [ | Shi and colleagues (2016) | Retrospective analysis of surveillance data | 2016 Singapore | Machine learning: absolute shrinkage and selection operator (LASSO) | 1 |
| D3 [ | Bowman and colleagues (2016) | Retrospective analysis of surveillance data | 2016 Multicountry | Shewhart and endemic channel approach (moving average) | 1 |
| D4 [ | Ledien and colleagues (2019) | Retrospective, Cross-sectional study design | 2019 Cambodia | Bayesian algorithms to detect outbreaks using count data series | 2 |
| D5 [ | Zhang and colleagues (2014) | Prospective analysis of a real-world system | 2014 China | Time series moving percentile method based on historical data | 2 |
| D6 [ | Chen and colleagues (2018) | Retrospective analysis of surveillance design | 2018 Singapore | Derive dynamic risk maps for dengue transmission. LASSO-based regression | 1 |
| D7 [ | Ramadona and colleagues (2016) | Retrospective analysis of surveillance data | 2016 Indonesia | Generalized linear regression models with a Gaussian link of disease | 2 |
| D8 [ | Ortiz and colleagues (2015) | Retroprospective time series analyses | 2015 Cuba | Linear models, probability distributions or time series | 2 |
| D9 [ | Lee and colleagues (2017) | Retrospective analysis of surveillance data | 2017 Colombia | Nonlinear regression model | 2 |
| D10 [ | Semenza (2015) | Retrospective analysis of surveillance data | 2015 Europe | Hierarchical multivariate model | 2 |
| D11 [ | Sang and colleagues (2015) | Retrospective analysis of surveillance data | 2014 China | STL | 2 |
| D12 [ | Zhang and colleagues (2016) | Retrospective analysis of surveillance data | 2016 China | A negative binomial regression model with a log link function | 2 |
| D13 [ | Li and colleagues (2017) | Retrospective analysis of surveillance data | 2017 China | GAMs | 2 |
| D14 [ | Adde and colleagues (2016) | Retrospective analysis of surveillance data | 2016 French Guiana | Lagged correlations and composite analyses | 2 |
| D15 [ | Eastin and colleagues (2014) | Retrospective analysis of surveillance data | 2014 Colombia | ARIMA model | 2 |
| D16 [ | Guo and colleagues (2017) | Retrospective analysis of surveillance data | 2017 China | Several machines learning algorithms (LASSO) linear regression model and GAM | 2 |
| D17 [ | Hii and colleagues (2012) | Retrospective analysis of surveillance data | 2012 Singapore | Poisson multivariate regression model and autoregression | 2 |
| D18 [ | Wongkoon and colleagues (2012) | Retrospective analysis of surveillance data | 2012 Thailand | SARIMA | 2 |
| D19 [ | Putra and colleagues (2017) | Mathematical simulation modeling | 2017 Indonesia | Model was developed using logistic regression | 2 |
| D20 [ | Hidayati and colleagues (2012) | Mathematical simulation modeling | 2012 Indonesia | Stochastic spreadsheet model | 2 |
| D21 [ | Halide and colleagues (2008) | Retrospective analysis of surveillance data | 2008 Indonesia | Linear multiple regression model | 2 |
| D22 [ | Lowe and colleagues (2011) | Retrospective analysis of surveillance data | 2011 Brazil | A negative binomial model formulation extra-Poisson variation (Bayesian framework) using MCMC | 2 |
| D23 [ | Yu and colleagues (2011) | Retrospective analysis of surveillance | 2011 Taiwan | Stochastic BME | 2 |
| D24 [ | Lowe and colleagues (2016) | Prospective surveillance design | 2016 Brazil | Bayesian spatiotemporal model | 2 |
| D25 [ | Lowe and colleagues (2014) | Retrospective analysis of surveillance data | 2014 Brazil | Spatiotemporal hierarchical Bayesian model | 2 |
| D26 [ | Lowe and colleagues (2013) | Retrospective analysis of surveillance data | 2013 Brazil | Spatiotemporal generalized linear mixed model with parameters estimated in a Bayesian framework | 2 |
| D27 [ | Withanage and colleagues (2018) | Retrospective analysis of surveillance data | 2018 Sri Lanka | Time series regression model | 2 |
| D28 [ | Chen and colleagues (2018) | Retrospective analysis of surveillance data | 2018 Multicountry | Machine learning LASSO method | 2 |
| Z1 [ | Teng and colleagues (2017) | Retrospective analysis of surveillance data | 2017 PAHO | ARIMA model | 2 |
| Z2 [ | Chien and colleagues (2018) | Retrospective analysis of surveillance data | 2018 Colombia | Generalized linear model with additional cross-basis functions | 2 |
| M1 [ | Githeko and colleagues (2001) | Prospective surveillance design | 2001 Kenya | Vector capacity and malaria epidemic prediction model (additive model) | 2 |
| M2 [ | Githeko and colleagues (2014) | Retrospective analysis of surveillance data | 2014 Multicountry | Additive, multiplicative, and +18°C models | 2 |
| M3 [ | Githeko and colleagues (2018) | Retrospective analysis of surveillance data | 2018 Kenya | Additive and multiplicative models | 1 |
| M4 [ | Midekisa and colleagues (2012) | Prospective surveillance design | 2012 Ethiopia | ARIMA models (SARIMA) | 2 |
| M5 [ | Smith and colleagues (2017) | Prospective surveillance design | 2017 Solomon Islands | SCOPIC | 2 |
| M6 [ | Ruiz and colleagues (2006) | Prospective surveillance design | 2006 Colombia | A combination of parasite transmission, simulation of vector ecology, behavior patterns, and dynamics of mosquitoes | 2 |
| M7 [ | Merkord and colleagues (2017) | Retrospective validation surveillance data | 2017 Ethiopia | Time series models | 2 |
*1 = experience with existing EWS and 2 = EWS exercise.
Reference: Article ID; D = dengue, Z = Zika, and M = malaria.
ARIMA, autoregressive integrated moving average; BME, Bayesian maximum entropy; EWS, early warning system; GAM, generalized additive model; MCMC, Markov chain Monte Carlo; PAHO, Pan American Health Organization; SARIMA, seasonal autoregressive integrated moving average; SCOPIC, seasonal climate outlooks in Pacific Island countries; STL, seasonal-trend decomposition procedure based on loess.
Main findings, conclusions, and limitations of the studies.
| Article ID | Main study findings, including prediction quality (sensitivity + PPV) | Temporal and spatial risk prediction | Prediction time lag | Study or model limitations | Conclusions |
|---|---|---|---|---|---|
| D1 [ | Improved prediction, user-friendly, implementable tool. Sensitivity: 50%–100% and PPV: 40%–88% | High temporal prediction, low spatial prediction (district level) | A range of 1–12 weeks | Lacks predictions at small spatial unit and requires weekly to enable operational forecasting | The tool is pragmatic and useful for detecting imminent outbreaks |
| D2 [ | Operationally useful, LASSO was superior to methods (SARIMA model) except the first 2-week window | High temporal precision, low spatial prediction (district level) | 12 weeks | LASSO methods are not amenable to interpretation (mainly at longer forecasting window), hindered by the numerous covariates acting at different lags | Automated machine learning methods such as LASSO can markedly improve forecasting techniques |
| D3 [ | Sensitivities: 72%–97% and PPV: 45%–86% at a lag of 1–12 weeks | High temporal precision, low spatial prediction (district level) | 1–12 weeks | Can be disturbed by inconsistent and missing data especially with regard to entomological indices | Probable cases and meteorological variables indicate for increased risk of transmission |
| D4 [ | Sensitivity: 50%–100% and specificity: 75%–100% | High temporal precision, low spatial prediction (district level) | 5 weeks | Algorithm used needs to be trained, which may cause a loss of robustness if the outbreak pattern changes or differs significantly from previous years | Surveillance R-package algorithms are free and implementable. Time-space trends monitoring can also be useful |
| D5 [ | Sensitivity: 100% and specificity: 99.8% and a median time to detection of 3 days | Low temporal prediction but high spatial prediction | 3 days | N/A | CIDARS had good sensitivity, specificity and timeliness of outbreak detection |
| D6 [ | AUCs are 75% for forecasting 12 weeks and 80% for 5 weeks in advance | High temporal and high spatial predictions | 1–12 weeks | The model is highly reliant on a rich dataset of georeferenced case identifications and demand regular update and the adaptation require pre-adjustments to the grid used in different geo-areas. | Spatially resolved forecasts of geographically structured diseases can be obtained at a neighborhood level in urban and rural environments for guiding control efforts |
| D7 [ | A combination of surveillance and meteorological was optimal; temperature at lag 3 weeks, rainfall at lag 2 weeks, and rainfall at lag 3 weeks. Sensitivity: 88.9%, specificity: 81.0%, PPV: 74.4%, and NPV: 92.2% | High temporal level but low spatial prediction | 12 weeks | Predictive model could explain only 64% of the variation in the occurrence of cases and is biased by underreporting of cases | Past disease incidence data, up to years, are crucial predictive possibly indicating cross-immunity status of the population |
| D8 [ | Models for describing, simulating, and predicting spatial patterns of | Unknown temporal but low spatial prediction | N/A | N/A | Using indices of climate variability can construct spatial models providing warning of potential changes in vector populations in rainy and dry seasons and by months |
| D9 [ | Sensitivity: 75% (lag, 1–5 months) and PPV: 12.5%. Climate predictors were good classifiers of risk areas based on the different climate in different regions | High temporal and high spatial predictions | 4–52 weeks | The model is limited to issuing alerts with short-time intervals (1–5 months ahead), which may not be practical in operational modes | It is possible to detect dengue outbreaks ahead of time and identify populations at high risk |
| D10 [ | A 9% increase in the incidence of imported cases for every additional 10,000 travelers arriving from affected areas | No temporal prediction but low spatial prediction | N/A | N/A | The risk of disease importation was computed with the volume of international traveler from disease-affected areas worldwide |
| D11 [ | Time series Poisson model using climate data well predicted at time lag of 3 months after controlling the autocorrelation, seasonality, and long-term trend | High temporal but low spatial prediction | 48–96 weeks | N/A | Transmission vector |
| D12 [ | Sensitivity/specificity: 78%/92% for a threshold of 3 cases per week, sensitivity/specificity: 91%/91% for a threshold of 2 cases per week, and sensitivity/specificity: 85%/87% for a threshold of 1 case per week | Low temporal prediction but no spatial prediction | 1 week | Limited to climatic factors and can be biased by underreporting of cases | Occurrence of outbreaks in the study city could impact disease outbreaks in neighboring city under suitable weather conditions |
| D13 [ | Models with DBSI (ICC: 0.94 and RMSE: 59.86) is better than the model without (ICC: 0.72 and RMSE: 203.29) | Low temporal but poor or no spatial prediction | 1 week | Uses short-term time series data and prone to confounding effect | DBSI combined with traditional disease surveillance and meteorological data can improve the dengue EWS |
| D14 [ | Summer Equatorial Pacific Ocean sea surface temperatures and Azores high sea-level pressure model correctly predicted 80% and missed 15% of the nonepidemic years | Low temporal and Low spatial prediction | Annual (year-to-year variability) | N/A | Outbreak resurgence can be modeled using a simple combination of climate indicators |
| D15 [ | Environment-based, multivariate, autoregressive models predicted 2–26 weeks ahead | High temporal and Low or no spatial prediction | 8–26 weeks | N/A | Outbreaks often occurred when extreme daily temperatures are confined within the 18–32°C range, Patterns of spatial variability across endemic regions may be related to variations in the built environment, ecology, local weather, population density, mitigation efforts, and host mobility |
| D16 [ | SVR model selected by a cross-validation technique accurately forecasted at 12 weeks with smallest prediction error | High temporal but low or no spatial prediction | 12 weeks | Internet searching behavior is susceptible to the impact of media reports, which may affect the performance of the model | SVR model achieved a superior performance in comparison with other forecasting techniques |
| D17 [ | The model predicted accurately with <3% false alarm | Good temporal but poor or no spatial prediction | 16 weeks | N/A | Models using temperature and rainfall could be simple, precise, and low-cost tools for disease forecasting |
| D18 [ | SARIMA model is robust and autoregression, moving average and seasonal moving average are key determinants of transmission | Low temporal and low spatial prediction | Annual | Long history of data is required and a sophisticated analysis that requires a skilled user | SARIMA has great potential to be used as a decision supportive tool due to its ability to predict when and where |
| D19 [ | Ratio of basic offspring number and basic reproductive ratio is considered outbreak if > = 0.5 | Low temporal and low spatial predictions | N/A | Warrant for more assessment for increasing its sensitivity | Model simulations show that mosquito population are more affected by weather factors than human |
| D20 [ | Climate factor and incidence rate of dengue before prediction period were superior to rainfall index of week-n | High temporal and low spatial prediction | 2–7 weeks | N/A | The provision of both structure and infrastructure is recommended to be in line with incidence rate prediction value |
| D21 [ | The model has useful only up to lead 6 times, i.e., correlation >0.5, and as the lead times increase, the match between prediction and observation deteriorates | High temporal but low spatial prediction | 4–24 weeks | Requires long historical data for the evaluation | The model is well suited due to its simplicity in data requirement and computational effort |
| D22 [ | Predictions are improved both spatially and temporally when using the GLMM; sensitivity of 83% and false alarm of 8% | high temporal and low spatial prediction | 12 weeks | Fails to capture the temporal variability in case counts (due to population immunity to the dominant circulating serotype or specific health interventions) | Seasonal climate forecasts could predict incidence months in advance |
| D23 [ | Models link outbreaks and climatic conditions and yielded 1-week lag based on spatiotemporal predictions | High temporal and low spatial prediction | 8–12 weeks | N/A | SBME is valuable to timely identify, control, and efficiently prevent disease spreading in time and space |
| D24 [ | The model was superior (sensitivity: 57%) to the null model (33%) | High temporal and low spatial prediction | 4–12 weeks | N/A | Incorporating real-time seasonal climate forecasts and epidemiological data is beneficial for prediction |
| D25 [ | The rank probability skill score RPSS was superior to the benchmark with AUC of 0.86 for temperature and 0.84 for rainfall | High temporal and low spatial prediction | 12 weeks | N/A | Close collaboration between public health specialists, climate scientists, and mathematical modelers is crucial for successful implementation of seasonal climate forecasts |
| D26 [ | The prediction improved with applying criterion >50% chance of exceeding 300 cases per 100,000 inhabitants, with false alarm: 25% | High temporal and low spatial prediction | 12 weeks | N/A | Visualization technique to map ternary probabilistic forecasts can identify areas where the model predicts with certainty a particular disease risk category |
| D27 [ | The model detected 5 and rejected 14 within 24 months. The Pierce skill score was 0.49, with AUC: 86% and sensitivity: 92% | Low temporal and low spatial prediction | Annual (year-to-year variability) | There is no proper mechanism to track commute-related infections to neighboring districts | Depending upon climatic factors, the previous month’s disease cases had a significant effect on disease incidences of the current month |
| D28 [ | Sensitivity: 75% at 5 weeks but less sensitive to the outbreak size. Prediction improves when climatic variables and incidence in regions further away from the equator. | High temporal and low spatial prediction | 1–5 weeks | Prediction accuracy might improve if incidence and weather information can be collected at a finer resolution | Short-term LASSO models predictions perform better than longer-term predictions, encouraging public health agencies to respond at short-notice to early warnings |
| Z1 [ | Integer-valued autoregression is useful predictive model and enhanced by incorporating Google Trends data | High temporal and low spatial prediction | 1–12 weeks | N/A | Accessible and flexible dynamic forecast model can advance early warning prediction |
| Z2 [ | Average humidity, total rainfall, and maximum temperature were best meteorological factors with prediction lag between 15 and 20 weeks | High temporal and low spatial prediction | 4–20 weeks | The interaction term between the nonlinear smoothing function of time and the spatial function is unavailable in the model, so a real spatiotemporal pattern was unable to be investigated in this study | Meteorological factors are useful for predicting ZIKV epidemics |
| M1 [ | The model was able to predict both El Niño and non-El Niño malaria outbreaks with high specificity and sensitivity | High temporal prediction | 3–4 months | Data may not be readily available at the district level, and it may not be site specific | Rainfall and unusually high maximum temperatures and the number of inpatient malaria cases 3–4 months later provide a good prediction model |
| M2 [ | Additive model are most suited for poorly drained U-shaped valley ecosystems while the multiplicative model was most suited for the well-drained V-shaped valley ecosystem | High temporal prediction | 2–4 months | N/A | Additive and multiplicative models are designed for use in the common, well-, and poorly drained valley ecosystems |
| M3 [ | The models indicated that climate variability remains a major driver of malaria epidemics | High temporal prediction | 2–4 months | N/A | The multiplicative model maintained consistent prediction due to stakeholders’ confidence |
| M4 [ | Malaria cases exhibited positive associations with LST at a lag of 1 month and positive associations with indicators of moisture at lags between 1 and 3 months | High temporal and low spatial prediction | 1–3 months | Requires weekly rather than monthly intervals, to enable operational forecasting | Integrating modeling approaches based on historical case data (early detection) and environmental data (early warning) can enhance the effectiveness of risk forecasting |
| M5 [ | Only rainfall had a consistently significant relationship with malaria | High temporal and low spatial prediction | 1–6 months | N/A | Rainfall provides the best predictor of malaria transmission |
| M6 [ | Temperature is the most relevant climatic parameter thus. Sporogonic and gonotrophic cycles showed to be key entomological variables controlling the transmission | High temporal prediction | 1 month | Too many variables and phases that make it difficult to set in place on daily basis | Environmental factors and climate variability can be merged with selected mathematical tools (statistical and biological/eco-epidemiological models) for improved prediction tool |
| M7 [ | Within early detection window (the past 6 weeks) and an early warning forecast window (the upcoming 4 weeks), the mean observed or forecasted incidence was classified as being above the mean outbreak threshold, between the mean threshold and the mean expected incidence, or below the mean expected incidence | High temporal and spatial prediction | 1–4 weeks | N/A | Malaria surveillance data and environmental monitoring data can be integrated to enable near real time malaria forecast in the Amhara region |
Reference: Article ID; D = dengue, Z = Zika, and M = malaria.
AUC, area under the curve; CIDARS, China Infectious Disease Automated-alert and Response System; DBSI, Dengue Baidu Search Index; EWS, early warning system; GLMM, generalized linear mixed model; ICC, intraclass correlation coefficient; LASSO, least absolute shrinkage and selection operator; LST, land surface temperature; N/A, not available/no answer; NPV, negative predictive value; PPV, positive predictive value; RMSE, root mean squared error; RPSS, rank probability skill score; SARIMA, seasonal autoregressive integrated moving average; SBME, stochastic Bayesian maximum entropy; SVR, support vector regression; ZIKV, Zika virus.
Fig 1Screening and selection of articles for a scoping review on EWS.
CDSR, Cochrane Database of Systematic Reviews; CENTRAL, Cochrane Central Register of Controlled Trials; CIDG, Cochrane Infectious Diseases Group; EWS, early warning system; LILACS, Latin American and Caribbean Health Sciences Literature.
Fig 2Geographic distribution of included studies.
Characteristics of EWARS systems under investigation.
| Article ID | Case- or alarm-informed EWS | IBS or EBS | Resource needed to implement and use | Outbreak indicator | Alarm indicators | Source of data |
|---|---|---|---|---|---|---|
| D1 [ | Alarm informed | IBS | Routine access to data, staff training (suitable for unskilled) | Weekly hospitalized cases | Multiple of meteorological, epidemiological, and entomological variables | National surveillance system and local meteorological stations |
| D2 [ | Alarm informed | IBS | Routine access to data, staff training (suitable for unskilled) | Weekly reported cases | Multiple of meteorological, epidemiological, and entomological variables | National surveillance system, local meteorological stations, and Department of Statistics for the demographics |
| D3 [ | Alarm informed | IBS | Routine access to data, staff training (suitable for unskilled) | Weekly probable and hospitalized cases | Multiple of meteorological, epidemiological, and entomological variables | National surveillance system and local meteorological stations |
| D4 [ | Case informed | IBS | Routine access to data, staff training (suitable for unskilled) | Weekly probable and lab-confirmed cases | Predictive distribution of provincial weekly reported cases | National surveillance system |
| D5 [ | Case informed | IBS | Routine access to data, staff training (suitable for unskilled) | Biweekly suspected, and lab-confirmed cases | Predictive distribution of provincial weekly reported cases | CDC |
| D6 [ | Alarm informed | IBS | Routine access to data (users’ training and level of skills not discussed) | Weekly confirmed or lab-confirmed cases | Weekly meteorological information | MOH and the Centre for Remote Imaging, Sensing, and Processing |
| D7 [ | Alarm informed | IBS | Routine access to data (users’ training and level of skills not discussed) | Lab-confirmed cases | Meteorological and number of cases | Provincial surveillance system and local meteorological stations |
| D8 [ | Alarm informed | IBS | Routine access to data (users’ training and level of skills not discussed) | Mathematically simulated: infestation index of | Extensive meteorological data | National surveillance system and local meteorological stations |
| D9 [ | Alarm informed | IBS | Routine access to data (users’ training and level of skills not discussed) | Monthly incidence cases | Multiple of meteorological, epidemiological, and remote sensing data | National surveillance system |
| D10 [ | Alarm informed | IBS | Not discussed | Imported cases | Monthly meteorological information | The European environment and epidemiology (E3) network |
| D11 [ | Alarm informed | IBS | Routine access to data, staff training (users’ skills not discussed) | Lab-confirmed cases | Monthly meteorological information | National surveillance system |
| D12 41] | Alarm informed | IBS | Not discussed | Weekly notifiable cases | Meteorological information | National CDC, provincial, meteorological and demographic data |
| D13 [ | Alarm informed | IBS | Routine access to data and high statistical skills | Weekly notifiable cases | Meteorological information | National surveillance, meteorological systems, and search engine of Baidu index database |
| D14 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Weekly confirmed cases | Meteorological information | Local Arbovirus National Reference Centre |
| D15 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Lab-confirmed cases | Meteorological information | National surveillance system and the Global Historical Climate Network |
| D16 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Lab-confirmed cases | Weekly meteorological information | National surveillance and meteorological systems |
| D17 [ | Alarm informed | IBS | Not discussed | Lab-confirmed cases | Weekly meteorological information | MOH, national climatic, and National Oceanic and Atmospheric Administration |
| D18 [ | Case informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Historical cases | National surveillance system and MOPH |
| D19 [ | Case informed | IBS | Routine access to time series data and high statistical skills | Monthly lab-confirmed cases | Index of mosquito survival and disease resistance (entomological data) | Health department and the Center for Climate data |
| D20 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Dengue cases | Information of dengue incidence and meteorological information | MOH |
| D21 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Historical cases and meteorological information | MOH and WMO |
| D22 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Lab-confirmed cases | Meteorological information | National surveillance system and cartographic data |
| D23 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Lab-confirmed cases | Meteorological and entomological information | National surveillance system and local entomological and meteorological stations |
| D24 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Dengue cases | Meteorological and entomological information | Surveillance system (MOH) |
| D25 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Dengue cases | Meteorological information | Surveillance system (MOH) and ECMWF |
| D26 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Meteorological, entomological, cartographic, and epidemiological information | National surveillance, meteorological systems, and Institute for Geography and Statistics |
| D27 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Meteorological information | Regional epidemiology and meteorological stations |
| D28 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Meteorological information | Local MOH and meteorological stations (Japan, Singapore, Taiwan, and Thailand) |
| Z1 [ | Alarm informed | EBS | Routine access to time series data and Google Trends search data and high statistical skills | Confirmed and suspected cases | Google Trends search | Google, national surveillance data, and PAHO |
| Z2 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Suspected cases | Meteorological information | National surveillance system and local meteorological stations |
| M1 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Hospitalized and lab-confirmed cases | Meteorological information | International Research Institute for Climate Prediction |
| M2 [ | Alarm informed | IBS | Routine access to time series data | Lab-confirmed cases | Meteorological information | Meteorological stations |
| M3 [ | Alarm informed | IBS | Routine access to time series data | Lab-confirmed cases | Meteorological information | MOH |
| M4 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Lab-confirmed cases | Meteorological information, vegetation indices, and actual evapotranspiration | Satellite-derived meteorological data and earth sciences data |
| M5 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Monthly confirmed cases | Meteorological information | N/A |
| M6 [ | Alarm informed | IBS | Routine access to time series data and high statistical skills | Model simulation (no cases) | Meteorological information | Local meteorological and national surveillance |
| M7 [ | Case informed | EBS | Routine access to time series data and high statistical skills | Incidence of malaria | N/A | ARHB US NASA |
Reference: Article ID; D = dengue, Z = Zika, and M = malaria.
ARHB, Amhara Regional Health Bureau; CDC, Centre for Disease Control and Prevention; EBS, event-based surveillance; ECMWF, European Centre for Medium-Range Weather Forecast; EWARS, early warning and response system; IBS, indicator-based surveillance; lab, laboratory; MOH, Ministry of Health; MOPH, Ministry of Public Health; N/A, not available/no answer; NASA, National Aeronautics and Space Administration; PAHO, Pan American Health Organization; WMO, World Meteorological Organization.