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Using machine learning to understand microgeographic determinants of the Zika vector, Aedes aegypti

  • Jagger Alexander ,

    Roles Conceptualization, Data curation, Formal analysis, Investigation, Methodology, Software, Validation, Visualization, Writing – original draft, Writing – review & editing

    jagger.alexander@vanderbilt.edu

    Affiliation University of Miami Department of Public Health, Miami, FL, United States of America

  • André Barretto Bruno Wilke,

    Roles Conceptualization, Data curation, Methodology, Supervision, Writing – review & editing

    Affiliation Laboratory for Computational Epidemiology and Public Health, Department of Epidemiology and Biostatistics, Indiana University School of Public Health, Bloomington, IN, United States of America

  • Alejandro Mantero,

    Roles Conceptualization, Methodology, Software

    Affiliation University of Miami Department of Public Health, Miami, FL, United States of America

  • Chalmers Vasquez,

    Roles Data curation

    Affiliation Miami-Dade County Mosquito Control Division, Miami, FL, United States of America

  • William Petrie,

    Roles Data curation

    Affiliation Miami-Dade County Mosquito Control Division, Miami, FL, United States of America

  • Naresh Kumar,

    Roles Supervision, Writing – review & editing

    Affiliation University of Miami Department of Public Health, Miami, FL, United States of America

  • John C. Beier

    Roles Conceptualization, Data curation, Funding acquisition, Methodology, Project administration, Resources, Supervision, Writing – review & editing

    Affiliation University of Miami Department of Public Health, Miami, FL, United States of America

Abstract

There are limited data on why the 2016 Zika outbreak in Miami-Dade County, Florida was confined to certain neighborhoods. In this research, Aedes aegypti, the primary vector of Zika virus, are studied to examine neighborhood-level differences in their population dynamics and underlying processes. Weekly mosquito data were acquired from the Miami-Dade County Mosquito Control Division from 2016 to 2020 from 172 traps deployed around Miami-Dade County. Using random forest, a machine learning method, predictive models of spatiotemporal dynamics of Ae. aegypti in response to meteorological conditions and neighborhood-specific socio-demographic and physical characteristics, such as land-use and land-cover type and income level, were created. The study area was divided into two groups: areas affected by local transmission of Zika during the 2016 outbreak and unaffected areas. Ae. aegypti populations in areas affected by Zika were more strongly influenced by 14- and 21-day lagged weather conditions. In the unaffected areas, mosquito populations were more strongly influenced by land-use and day-of-collection weather conditions. There are neighborhood-scale differences in Ae. aegypti population dynamics. These differences in turn influence vector-borne disease diffusion in a region. These results have implications for vector control experts to lead neighborhood-specific vector control strategies and for epidemiologists to guide vector-borne disease risk preparations, especially for containing the spread of vector-borne disease in response to ongoing climate change.

Introduction

The Zika virus was the culprit for a recent public health emergency, with over 80,000 reported cases in 2016 alone [1]. The disease associated with Zika virus in humans generally presents mild symptoms lasting for up to one week [2]. However, the virus is of particular risk to pregnant women, whose children have a greater risk of birth defects [3]. Though case numbers have declined since 2016, there are still questions remaining about the rapid global outbreak [4].

In June of 2016, Miami-Dade was the site of the first confirmed Zika virus disease cases in the United States [5, 6]. Unique variations were observed across Miami-Dade County in the spread of the Zika virus. Zika is a vector-borne disease, primarily spread during the bloodmeal of female Aedes mosquitoes. In the United States, Aedes aegypti is the most important mosquito species for the transmission of the Zika virus [7]. Local transmission was generally confined to certain regions across the county and was stopped after mosquito control through the implementation of aerosol insecticides [5, 6]. According to our best knowledge, there are currently no studies examining why the 2016 Zika virus outbreak in South Florida was concentrated in select areas. It is of particular significance to understand the spread of vector-borne disease in Miami-Dade County, as vector mosquito populations in Miami-Dade County may serve as an entry point for vector-borne diseases into the continental United States [8].

Variations in vector mosquito abundance and vector-borne disease spread have been modeled for decades, especially with relation to meteorologic or climatic variables [915]. Studies across different continents and habitat types show significant correlations between vector mosquito abundance and temperature, humidity, and precipitation. Though some mechanisms for these variations remain unresolved, some proposed mechanisms include different activity levels and reproductive rates in different temperatures and humidities, different availability of aquatic larval habitats with precipitation, and changing interspecies interactions with weather conditions [8].

Vector species abundance also varies with microgeography, or on the scale of an individual organism’s travel distance, as different habitats offer different ecology, resource availability, and larval habitat potential [16, 17]. Microgeography is especially important in urban environments as a species’ travelling range, which for Ae. aegypti is already short (on the order of 100 meters), is shortened by the presence of manmade barriers [18]. However, urban environments have unique properties that can often support vector species [1921]. In Miami-Dade County, ongoing research has shown that features of the urban environment such as tire shops [22], cemeteries [23], urban farms [24], and ornamental bromeliads [25] all provide aquatic habitats for mosquito development [26]. A significant reason why these habitats are able to support Ae. aegypti is due to their relationship with weather and climate; water is a determining factor in the physical environment and is necessary for them to breed, while temperature inherently affects mosquito energy expenditure, activity, and physiology [27]. Thus, while the urban environment has been studied extensively as a habitat for vector mosquitoes, it is important to understand how weather patterns interact with various urban microgeographies, such as those where buildings are denser or those that offer more vegetation, to in turn influence mosquito abundance.

This better understand the relationship between vector species, urban environments, and weather patterns, Ae. aegypti populations in various regions throughout the 2016 Zika outbreak are studied here. Long-term trends are analyzed separately in Ae. aegypti populations in regions affected by Zika during the outbreak and in regions that were unaffected. It is hypothesized that different regions across Miami-Dade County, particularly those that sustained local transmission of Zika virus and those that did not, have different population trends (differences in the mean and variance of Ae. aegypti as well as differences in observed temporal patterns). It is also hypothesized that weather variables have differing relationships with Ae. aegypti populations in Zika affected regions as opposed to Ae. aegypti populations in unaffected regions.

To assess these hypotheses, a machine learning approach was used. Random forest, a supervised learning method, can be used for multivariate regression analyses and determining the relative importance of multiple predictor variables on an outcome [28]. So far, there has been limited use of this approach for modelling the relationship between vector-species population and vector-borne disease [29, 30] but there has been wider application of this technique to other aspects of vector-borne diseases [3133]. Some extensions to the random forest method have been specifically implemented for spatial analysis [34]. This novel method may provide a better approach to understanding the complexity of Ae. aegypti population drivers in urban habitats. Understanding the patterns that control vector species’ behavior and population dynamics is critical to mosquito control efforts and beneficial to public health, especially as vector-borne diseases have the potential to spread at increased rates and over broader distributions due to climate change [35].

Material and methods

BG-Sentinel traps (BioGents, Regensburg, Germany), baited with CO2 from dry ice, were utilized around Miami-Dade County to collect data on Ae. aegypti populations [36]. Around the county, 172 traps were placed in total, with 54 placed in the areas sustaining local transmission of Zika during the 2016 outbreak and 118 placed in the unaffected region, or non-Zika region. Data were collected weekly over a period from July 2016 to March 2020. Fieldwork and data collection were done by the Miami-Dade County Mosquito Control. This study did not involve any endangered or protected species and did not put any participants at harm, so the study was deemed exempt from institutional review board assessment (IRB Protocol Number: 20161212) by the Institutional Review Board at the University of Miami.

While regular mosquito surveillance was conducted in Miami before the Zika outbreak in 2016, collection became more intensive in response to the Zika virus outbreak. Data is not compared before 2016 as traps used before the outbreak were not the same model as the BG-sentinel traps implemented after the outbreak. Variation in collection power between trap models, which some studies demonstrate, would make comparison difficult or impossible [3740]. It is also of note that because the traps were placed in response to the Zika outbreak, mosquito traps were placed in areas affected by Zika about a month before they were placed in unaffected areas. Additionally, the start dates and end dates of each trap’s implementation varied. A full map of trap locations is included in the Results section (Fig 1). While trap locations were limited to areas where volunteers were willing to keep the trap on their properties, active traps were consistently placed at least 50 meters apart. According to the manufacturer, each trap has a maximum collection range of 20 meters, so the minimum of 50 meters distance is sufficient to prevent overlap between collections and keep sampling power constant [41]. Traps were deployed weekly for 24-hour periods. Mosquitoes were sexed and identified by species by Miami-Dade County Mosquito Control. As the traps were baited with CO2 to attract adult female Ae. aegypti searching for a blood meal, any male mosquitoes in the traps were considered coincidental and uninformative for surveillance purposes. They were therefore excluded in the data used for this study.

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Fig 1. Map of Miami-Dade county mosquito control traps.

The map on the left includes all 172 traps from which data was collected for this study. The black bold line represents the boundary of Miami-Dade County. The map on the right highlights areas (shaded red) that sustained local Zika virus transmission during the 2016 outbreak. Trap locations are shaded according to the mean value of Ae. aegypti collected by that trap over each collection during the study period (2016–2020).

https://doi.org/10.1371/journal.pone.0265472.g001

Daily high temperature, daily low temperature, and daily total precipitation data over the period from June 2016 to March 2020 were gathered from National Oceanic and Atmospheric Administration Online Weather Data, as accessed in May 2020 [42]. Daily average wind speed and relative humidity were gathered from the National Centers for Environmental Information Local Climatological Data as accessed in May 2020 [43]. Weather data is only taken from one location in Miami-Dade County for this analysis. The original collection site of each of these data was Miami International Airport, Station USW00012839, which is located at 25.7881° N, 80.3169° E.

Land-use data was accessed online from Miami-Dade County Open Data Hub [44]. Three categorical variables were used to describe land use in this study. The first was “major land use” or a description of the site where the trap was placed. This variable had 11 values: ‘Low-Density Residential (LD),’ ‘Medium-Density Residential (MD),’ ‘High-Density Residential (HD),’ ‘Business,’ ‘Education,’ ‘Religious,’ ‘Attraction,’ ‘Hospital,’ ‘Industrial,’ ‘Park,’ and ‘Vacant.’ The other two categorical land-use variables are minor land-use A and minor land-use B. To acquire the minor land-use variables, the two dominant land-use types within a 100-meter radius of the original trap site were categorized, with minor land-use A representing the highest represented land-use in the surrounding area, and minor land-use B representing the second highest represented land-use in the surrounding area. These minor land-use area categorical variables were included to show habitats around the trap site where mosquitoes might live, breed, or access other resources necessary for their survival. Data for these variables was collected using ArcGIS Pro version 10.8.1 [45]. All of the categories of the major land-use variable remain the same for minor land-use A and minor land-use B except for the addition of ‘Road,’ ‘Lake,’ ‘Rail,’ and ‘Bay,’ which are categories for either variable. In the case that all the land within 100 meters of the trap was categorized as only one type, that one type was recorded for major land-use and both minor land-uses. Per capita income data was acquired from the American Community Survey (2015–2019) [46] and is provided by the census tract. These data were accessed online through a third-party interface [47] and verified for accuracy against the original census data.

Each trap is sorted as belonging to one of two regions: areas that were affected by local transmission of Zika virus during the 2016 outbreak (“Zika region”), and areas that were not affected by local transmission of Zika virus during the 2016 outbreak (“non-Zika region”). The exact boundaries of these locations are shown in the results. Further, data are grouped into six sub-regions; three areas affected by local Zika virus transmission (Little River, Miami Beach, Wynwood), and three unaffected (Downtown/Brickell, Hialeah, Homestead). Trap counts from each region and sub-region were fitted to a Poisson distribution. Standard deviation and λ statistics for the Poisson distributions were calculated, including a 95% confidence interval for λ. The λ statistic is the mean or expected value of a poisson distribution. For this study, it represents the expected trap counts for a given region and can be used to compare observed populations between regions. This analysis was conducted using the MASS package 7.3–54 [48] in R version 4.11 [49] run through R studio version 1.4.1717 [50].

A time series plot was produced by aggregating all trap counts in the Zika and non-Zika regions to the weekly level and then creating a three-week moving average curve of the data in Microsoft Excel for Mac version 16.54 [51]. A temporal autocorrelation plot was produced for the weekly aggregated data using the stats package version 3.6.2, one of the core packages in R [49].

Note here that a “collection” throughout the remainder of the study is defined as the data acquired from one individual mosquito trap over one sampling day. A data frame was constructed by co-locating the Ae. aegypti adult female counts collected at each individual trap collection with appropriate spatial variables (major land-use, minor land-use A, minor land-use B, and per capita income), as well as temporal variables (average wind speed, daily maximum temperature, daily minimum temperature, relative humidity, precipitation) on the day of collection, one day before collection, seven days before collection, fourteen days before collection, and twenty-one days before collection. The choice of these lag times is intentional to provide weather conditions over the adult life and breeding cycle of this species. Lag times in between 0, 1, 7, 14, and 21 days are avoided as excess autocorrelation between variables would reduce the interpretability of random forest models. A table of all explanatory variables included in analyses is shown below (Table 1).

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Table 1. Variable names, abbreviations, and sources for each explanatory variable.

Each of these variables is used in random forest predictive models against Ae. aegypti trap counts. Numbers next to an abbreviation correspond to lag times used (days before collection). Further explanations of each variable are provided in methods.

https://doi.org/10.1371/journal.pone.0265472.t001

Random forest analyses were performed using the RandomForestSRC package version 2.12.1 in R [52]. Three random forest models were created: one for all trap counts, a second for only those in the Zika regions, and a third for only those in the non-Zika regions. For each model, all explanatory variables listed in the data frame above were used as predictive values. Individual trap, region, sub-region, and date were not used as predictive values as the inclusion of any of these values would detract from understanding the effects of the selected weather and spatial variables on mosquito counts across each region. Variable importance (VIMP) scores shown are normalized by running two new random forest models over the same predictive variables but instead against the z-score of Ae. aegypti trap counts. These separate z-score based random forest models are only used for VIMP score calculations.

To compare the differences between the random forest models generated for Zika and non-Zika regions, cross-prediction was performed between the models. This methodology is less common because random forest models are often compared with another model type over the same data training set [31, 53]. Instead, here, two random forest models are being compared which have been trained over different data sets. To compare the random forest models for the Zika and non-Zika regions requires 1) the predictions of the Zika model 2) the predictions of the non-Zika model 3) the true trap observation data. These comparisons are performed for trap observations in both the Zika and non-Zika regions and plotted in Fig 6. Using base R, root-mean-square error (RMSE) was calculated for each set of predictions to compare model effectiveness in each region. Finally, test scenarios are presented to demonstrate the different predictive outputs of each model. A test scenario here is defined as a set of values on the models input variables (i.e. the model is presented with values for each of the weather variables and land use variables). These test scenarios are chosen to ensure they are within the appropriate sample space of the model. Specific input conditions are included as S1 Table.

Results

In Zika and non-Zika regions, 118 and 54 traps were placed respectively (Table 2). In total, in the Zika and non-Zika regions, there were 15,213 and 11,154 collections respectively. Trap counts show that there is spatial (Fig 1) and temporal variation in Ae. aegypti across Miami-Dade County (Fig 2). The 95% confidence intervals indicate that the λ statistic for Zika regions was significantly lower than non-Zika regions (p < 0.05) (Table 2). The λ statistics were significantly different across all sub-regions except for Miami Beach and Little River (p < 0.05).

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Fig 2. 3-period moving average curve of Ae. aegypti per trap.

Conducted for daily average of all traps in areas affected by local Zika transmission during the 2016 outbreak (red) and unaffected areas (blue).

https://doi.org/10.1371/journal.pone.0265472.g002

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Table 2. Summary statistics for Ae. aegypti collected at areas across Miami-Dade County.

Data are grouped into locations affected by local Zika virus transmission during the 2016 outbreak and unaffected. Areas are further subdivided into six defined regions. Trap counts from each region were fitted to a Poisson distribution. Appropriate statistics and 95% confidence intervals for λ are shown.

https://doi.org/10.1371/journal.pone.0265472.t002

Ae. aegypti populations fluctuate on both a weekly and a seasonal scale (Fig 2). The populations are highest in both regions in the summer months, peaking around July, and lower from mid-fall through mid-spring. Ae. aegypti populations in Zika regions are generally lower than populations in non-Zika regions over the summer months though the difference between the two is smaller in the winter months. Populations in both regions, especially during peak season, decreased slightly over the study period from 2016 to 2020. In Zika regions there is significant temporal autocorrelation between weekly-aggregated trap counts for up to 25 weeks, while for non-Zika regions there is significant temporal autocorrelation between weekly-aggregated trap counts for over 40 weeks (Fig 3). In both cases, this difference represents a period of time greater than the noticeable seasonal differences (Fig 2).

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Fig 3. Temporal autocorrelation plot of average mosquito counts.

These plots are shown over any one collection date for all traps in areas affected by Zika during the 2016 outbreak (left) and unaffected areas (right). Values outside of the blue-dashed lines are significantly different from zero.

https://doi.org/10.1371/journal.pone.0265472.g003

Random forest model output for Zika and non-Zika regions indicates that the model explains about 40% of the variation in Ae. aegypti counts in the Zika region, 9% more than the model for the non-Zika region, and about 10% more than a model of all data across the county (Table 3). Variable importance scores show that per capita income and maximum daily temperature on the day of collection and the day before collection were the most important predictors for both models (Fig 4). For the Zika model this is followed by maximum daily temperature 14 days before collection, minimum daily temperature the day of collection, relative humidity fourteen days before collection, minimum daily temperature 14 days before collection, and precipitation 21 days before collection, whereas for the non-Zika model this is followed by major land-use and minor land-use A.

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Fig 4. Variable importance (VIMP) scores for random forest runs.

These scores are shown for models of Ae. aegypti adult females collected in traps in Zika affected regions of Miami (red) and areas of Miami unaffected by the Zika outbreak (blue). VIMP scores are “normalized” by modeling against the z-score of Ae. aegypti collected. Numbers next to variables indicate associated lag times.

https://doi.org/10.1371/journal.pone.0265472.g004

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Table 3. Details of random forest models.

Models were trained on data of adult female Ae. aegypti counts from traps in areas affected by local transmission during the 2016 Zika outbreak, traps in unaffected regions, and all traps.

https://doi.org/10.1371/journal.pone.0265472.t003

Partial plots of variables in the random forest model show the partial effect of each variable towards the model (Fig 5). Results indicate that maximum and minimum temperature at 14-day lag times contribute similarly to expected Ae. aegypti populations in the separate models for both the Zika and non-Zika region, with expected trap counts increase with temperature. For relative humidity 14 days before collection and precipitation 21 days before collection, an increase in either variable leads to a greater increase in the expected Ae. aegypti value in the models for the Zika regions than the non-Zika regions. The models also show that, for both regions, in low income areas there is a constant expected Ae. aegypti count, a dip in expected Ae. aegypti at medium incomes, and higher expected counts in higher income areas.

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Fig 5. Partial plots of select variables in random forest models.

These plots were generated for trap counts in areas affected by Zika during the 2016 outbreak (red) and unaffected areas. Dashed lines represent ±2 standard errors from expected Ae. aegypti counts per trap.

https://doi.org/10.1371/journal.pone.0265472.g005

By cross-predicting the data, differences in the models are shown (Fig 6). Attempting to predict the Zika counts with the non-Zika model results in a weaker prediction than with the Zika model (RMSE = 11.74 > RMSE = 7.52). Similarly, attempting to predict the non-Zika counts with the Zika model results in a weaker prediction than with the non-Zika model (RMSE = 10.16 > RMSE = 5.73). Differences in model predictions are further shown below (Table 4) using a set of predictors.

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Fig 6. Predicted versus measured values for Ae. aegypti trap counts.

These plots are shown for regions affected by local transmission of Zika during the 2016 outbreak (left) and unaffected regions (right), as predicted with random forest model trained on data from the respective region’s traps (black) or the opposite region’s traps (red).

https://doi.org/10.1371/journal.pone.0265472.g006

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Table 4. Sample predictions for given model input conditions.

Predictions were made using random forest models trained on data from traps located in regions affected by local transmission of Zika during the 2016 outbreak (“Zika model”) and unaffected regions (“Non-Zika model”). A full list of input parameters is included in the Methods section.

https://doi.org/10.1371/journal.pone.0265472.t004

Discussion

The first hypothesis, that there is regional and temporal variation in Ae. aegypti populations throughout Miami-Dade County, is supported by this analysis. Temporally, while there is significant seasonal variation in the populations, the significant autocorrelation out to long-lengths, approximately half of a year or greater, in both regions implies that the populations do not rapidly fluctuate. However, we are unable to understand the variation in Ae. aegypti populations on a daily basis because of the nature of weekly collections. As weather conditions, especially precipitation, vary on a weekly basis, lacking daily data makes it hard to visualize the true temporal fluctuation in the data. More generally, it is possible that faster fluctuating vector populations may provide a greater risk for disease outbreaks, though this claim is not justified with prior studies. Spatially, there is significant variation in the number of Ae. aegypti collected per trap across different regions of the county. The traps with the highest average counts are only located in the more urbanized areas of the county (Fig 1). Even among nearby traps in these areas however, average trap count can vary greatly between traps in fairly close geographic proximity, indicating the major effects of the urban microgeography on Ae. aegypti populations.

The second hypothesis, that different regions of Miami-Dade County exhibit different relationships between weather variables and Ae. aegpyti populations, is also supported by this analysis. Random forest model results suggest that long-term weather variables are more important determining factors of mosquito populations in areas affected by Zika whereas day-of-collection weather conditions and land-use variables are more important determining factors of mosquito populations in unaffected areas (Fig 4). Minimum daily temperature, maximum daily temperature, relative humidity two weeks before collection, and precipitation three weeks before collection were all more effective predictors of trap counts in areas affected by Zika than in unaffected areas. Note from the partial plots (Fig 5) that not only were relative humidity and precipitation at longer lag times better predictors of Ae. aegypti trap counts, but they also had a larger effect on Ae. aegypti populations, as expected Ae. aegypti varied 50–100% over the relative humidity and precipitation lagged conditions in Zika regions and only about 20% in non-Zika regions. All three of the land-use values were much better predictors of Ae. aegypti populations in non-Zika regions than in Zika regions, suggesting that the local urban landscape is more important to determining these populations. Day-of-collection weather conditions may affect mosquito activity levels and trap strength, but they are not, in the majority of cases, predictive of or affecting the true vector mosquito population. Nonetheless, these conditions are more important determining factors in the number of mosquitoes trapped in non-Zika regions than Zika-regions.

The major result of this study is that Ae. aegypti populations across different microgeographies show varied responses to meteorological factors. Further, this variation may impact disease spread throughout an urban environment, as was seen with the spread of Zika in Miami-Dade County. This result is justified by and extends the current literature. Firstly, variations in Zika virus transmission on a fine spatial scale have been observed in studies in other areas [54, 55], which is evidence that similar microgeographic variations may be observed elsewhere. Potential mechanisms for why meteorological conditions may affect Ae. aegypti populations across urban micrographies differently include variable evapotranspiration or areas for water to collect, leading to differential habitat availability [56], variable environmental heat capacities, leading to different local temperatures [57, 58], and variable human density [59]. Another potential mechanism for why populations across different microgeographies may be affected differently by meteorological factors is through varied morphologies; populations in different urban environments have been shown to have different wing morphologies, potentially affecting their relationship with the meteorological conditions in their habitat [60]. The extension of this result is that faster-varying Ae. aegypti popluations, which are more strongly affected by weather conditions, may be more likely to spread the Zika virus or other vector-borne diseases. More prevalent virus spread in faster-varying mosquito populations may be due to population differences in virus transmission efficacy [61], different evolution rates in different microgeographies [62], and other unexplored factors.

There are several limitations to this study. Firstly, mosquito collections began in response to the Zika outbreak, so it is not possible to compare populations during the initial outbreak. As more traps were placed over the four-year period, trap quantity, spacing, and time frame were not constant between both regions. Simultaneously, mosquito control efforts around the county have not been controlled for in this study. Insecticide spraying, drainage of standing water, and other actions were taken by Miami-Dade County over the study period. These are factors that may contribute to the lower R2 values of the random forest models (Table 3). Additionally, they may contribute to populations in areas affected by Zika being generally lower than populations in unaffected areas as mosquito control efforts were focused more strongly on areas affected by local transmission of Zika [6] (Table 2). However, the random forest regression provides a method to understand the partial effects of relevant weather and spatial variables. Thus, while the overall models may be made weaker by greater variance in the data, the effects of the weather and spatial variables should be able to be inferred despite not accounting for population control efforts.

Other limitations of the study are a lack of trap-specific data on weather variables. All weather conditions may vary over the county. Weather conditions at each trap were not measured and therefore cannot be included in the analysis. This lack of data would only skew the results severely in the case that weather conditions vary differently over the Zika and non-Zika regions, but it is expected that both regions have similar variations in weather conditions. Temporal autocorrelation between weather variables at various lag times used is not too large for most variables but is necessary to mention for daily minimum and maximum temperature. For the entire prediction, the random forest model is not biased by collinearity between variables, as it will separate predictive strength between the variables in question. However, VIMP scores and partial plots may be affected for correlated variables as the model is forced to choose between variable importance and variable effect between similar variables. Despite the collinearity between different temperature lag times, the VIMP scores and partial plots of the temperature variables don’t appear to have been weakened, though further testing would need to be conducted to ensure no bias is added by the correlated temperature variables.

For Miami-Dade County Mosquito Control, these results provide evidence that the current approach to Ae. aegypti population control has been sufficient. Populations in each region have been gradually declining, especially during peak season, the time period most important for disease transmission. A regional approach to insecticide and larvicide spraying is justified when disease transmission is likely and Ae. aegypti populations are exceedingly high. The exact population thresholds will vary based on human populations and disease transmission efficiency and will need to be determined by individual modeling efforts. The individual result of this study, that rainfall at about three weeks lag time appears to be a more significant determining factor of mosquito populations in some regions than others, indicates that the “drain and cover” motto should target these regions especially. It should also target areas with lower average per capita incomes and residential areas. Drainage should occur as soon as possible after any large rainfall event (> 0.8 inches).

In future studies, it may be valuable to utilize more variables including vegetation at the trap site, human population density in the surrounding region, and populations of competing mosquito species which may all provide additional predictive strength. This analysis could be repeated in other cities on a neighborhood basis to understand which areas may be most susceptible to outbreaks from vector-borne diseases. More simply, it might also be mimicked with other disease-vector mosquito species in Miami-Dade County to observe if similar patterns hold, especially as the threat of other vector-borne diseases like Dengue virus and West Nile Virus remains.

These results show the complexity of mosquito populations in urban environments. Microgeographic conditions are determining factors throughout the entire life cycle of disease-vector species and dictate important spatiotemporal variance in their populations. In turn, spatiotemporal variability in these populations is the foundation for the spread of vector-borne diseases. These nuances, outlined here in this study and others, should guide the efforts of epidemiologists and vector control experts in modeling and reducing vector-species populations. As climate change continues to affect global weather patterns and as increasing urbanization changes habitats, vector-species populations are expected to shift their ranges and behaviors. As this change occurs, microgeographic analyses like those conducted here can play a critical role in protecting public health.

Supporting information

S1 Table. Variable values for sample predictions.

Predictions are given in Table 4. Variable abbreviations can be found in Table 1. *Note that per capita income measured on university campuses are generally low as they capture student incomes.

https://doi.org/10.1371/journal.pone.0265472.s001

(DOCX)

Acknowledgments

Thanks are given to the Miami-Dade County Mosquito Control who provided raw data for this study. The MDCMC performed the trap placement, trap collection, mosquito sexing, and mosquito species identification that was necessary for this study.

References

  1. 1. Bhargavi BS, Moa A. Global outbreaks of zika infection by epidemic observatory (EpiWATCH), 2016–2019. Global Biosecurity. 2020;2(1).
  2. 2. Paixão ES, Barreto F, Teixeira MdG, Costa MdCN, Rodrigues LC. History, Epidemiology, and Clinical Manifestations of Zika: A Systematic Review. American Journal of Public Health. 2016;106(4):606–12. pmid:26959260.
  3. 3. Roth NM, Reynolds MR, Lewis EL, Woodworth KR, Godfred-Cato S, Delaney A, et al. Zika-Associated Birth Defects Reported in Pregnancies with Laboratory Evidence of Confirmed or Possible Zika Virus Infection—U.S. Zika Pregnancy and Infant Registry, December 1, 2015-March 31, 2018. MMWR Morb Mortal Wkly Rep. 2022;71(3):73–9. Epub 2022/01/21. pmid:35051132.
  4. 4. Siedner MJ, Ryan ET, Bogoch II. Gone or forgotten? The rise and fall of Zika virus. Lancet Public Health. 2018;3(3):e109–e10. Epub 2018/03/10. pmid:29519697.
  5. 5. Likos A, Griffin I, Bingham AM, Stanek D, Fischer M, White S, et al. Local Mosquito-Borne Transmission of Zika Virus—Miami-Dade and Broward Counties, Florida, June-August 2016. Morbidity and Mortality Weekly Report. 2016;65(38):7.
  6. 6. McAllister JC, Porcelli M, Medina JM, Delorey MJ, Connelly CR, Godsey MS, et al. Mosquito Control Activities during Local Transmission of Zika Virus, Miami-Dade County, Florida, USA, 2016. Emerg Infect Dis. 2020;26(5):881–90. pmid:32310079.
  7. 7. Petersen LR, Jamieson DJ, Powers AM, Honein MA. Zika Virus. N Engl J Med. 2016;374(16):1552–63. Epub 2016/03/31. pmid:27028561.
  8. 8. Wilke ABB, Vasquez C, Medina J, Carvajal A, Petrie W, Beier JC. Community Composition and Year-round Abundance of Vector Species of Mosquitoes make Miami-Dade County, Florida a Receptive Gateway for Arbovirus entry to the United States. Scientific Reports. 2019;9(1). pmid:31217547
  9. 9. Ogden NH, Lindsay LR, Ludwig A, Morse AP, Zheng H, Zhu H. Weather-based forecasting of mosquito-borne disease outbreaks in Canada. Can Commun Dis Rep. 2019;45(5):127–32. Epub 2019/07/10. pmid:31285703; PubMed Central PMCID: PMC6587691.
  10. 10. Smith MW, Willis T, Alfieri L, James WHM, Trigg MA, Yamazaki D, et al. Incorporating hydrology into climate suitability models changes projections of malaria transmission in Africa. Nature Communications. 2020;11(1). pmid:32859908
  11. 11. Wilke ABB, Medeiros-Sousa AR, Ceretti-Junior W, Marrelli MT. Mosquito populations dynamics associated with climate variations. Acta Tropica. 2017;166:343–50. pmid:27810426
  12. 12. Karki S, Brown WM, Uelmen J, Ruiz MOH, Smith RL. The drivers of West Nile virus human illness in the Chicago, Illinois, USA area: Fine scale dynamic effects of weather, mosquito infection, social, and biological conditions. PLOS ONE. 2020;15(5):e0227160. pmid:32437363
  13. 13. Ezanno P, Aubry-Kientz M, Arnoux S, Cailly P, L’Ambert G, Toty C, et al. A generic weather-driven model to predict mosquito population dynamics applied to species of Anopheles, Culex and Aedes genera of southern France. 2015;120(1):39–50. pmid:25623972
  14. 14. Caldwell JM, Labeaud AD, Lambin EF, Stewart-Ibarra AM, Ndenga BA, Mutuku FM, et al. Climate explains geographic and temporal variation in mosquito-borne disease dynamics on two continents. 2020.
  15. 15. Ayanlade A, Nwayor IJ, Sergi C, Ayanlade OS, Di Carlo P, Jeje OD, et al. Early warning climate indices for malaria and meningitis in tropical ecological zones. Scientific Reports. 2020;10(1). pmid:32868821
  16. 16. Wilke ABB, Wilk-da-Silva R, Marrelli MT. Microgeographic population structuring of Aedes aegypti (Diptera: Culicidae). PLOS ONE. 2017;12(9):e0185150. pmid:28931078
  17. 17. Multini LC, de Souza ALdS, Marrelli MT, Wilke ABB. Population structuring of the invasive mosquito Aedes albopictus (Diptera: Culicidae) on a microgeographic scale. PLOS ONE. 2019;14(8):e0220773. pmid:31374109
  18. 18. Hemme RR, Thomas CL, Chadee DD, Severson DW. Influence of Urban Landscapes on Population Dynamics in a Short-Distance Migrant Mosquito: Evidence for the Dengue Vector Aedes aegypti. PLOS Neglected Tropical Diseases. 2010;4(3):e634. pmid:20300516
  19. 19. Robert MA, Christofferson RC, Silva NJB, Vasquez C, Mores CN, Wearing HJ. Modeling Mosquito-Borne Disease Spread in U.S. Urbanized Areas: The Case of Dengue in Miami. PLOS ONE. 2016;11(8):e0161365. pmid:27532496
  20. 20. Rose NH, Sylla M, Badolo A, Lutomiah J, Ayala D, Aribodor OB, et al. Climate and Urbanization Drive Mosquito Preference for Humans. Current Biology. 2020. pmid:32707056
  21. 21. Wilke ABB, Caban-Martinez AJ, Ajelli M, Vasquez C, Petrie W, Beier JC. Mosquito Adaptation to the Extreme Habitats of Urban Construction Sites. Trends in Parasitology. 2019;35(8):607–14. pmid:31230997
  22. 22. Wilke ABB, Vasquez C, Petrie W, Beier JC. Tire shops in Miami-Dade County, Florida are important producers of vector mosquitoes. PLOS ONE. 2019;14(5):e0217177. pmid:31107881
  23. 23. Wilke ABB, Vasquez C, Carvajal A, Moreno M, Diaz Y, Belledent T, et al. Cemeteries in Miami-Dade County, Florida are important areas to be targeted in mosquito management and control efforts. PLOS ONE. 2020;15(3):e0230748. pmid:32208462
  24. 24. Wilke ABB, Carvajal A, Vasquez C, Petrie WD, Beier JC. Urban farms in Miami-Dade county, Florida have favorable environments for vector mosquitoes. PLOS ONE. 2020;15(4):e0230825. pmid:32251419
  25. 25. Wilke ABB, Vasquez C, Mauriello PJ, Beier JC. Ornamental bromeliads of Miami-Dade County, Florida are important breeding sites for Aedes aegypti (Diptera: Culicidae). Parasites & Vectors. 2018;11(1):283. pmid:29769105
  26. 26. Wilke ABB, Chase C, Vasquez C, Carvajal A, Medina J, Petrie WD, et al. Urbanization creates diverse aquatic habitats for immature mosquitoes in urban areas. Scientific Reports. 2019;9(1). pmid:31653914
  27. 27. Moise IK, Riegel C, Muturi EJ. Environmental and social-demographic predictors of the southern house mosquito Culex quinquefasciatus in New Orleans, Louisiana. Parasites & Vectors. 2018;11(1). pmid:29665862
  28. 28. Segal M, Xiao Y. Multivariate random forests. WIREs Data Mining and Knowledge Discovery. 2011;1(1):80–7.
  29. 29. Ong J, Liu X, Rajarethinam J, Kok SY, Liang S, Tang CS, et al. Mapping dengue risk in Singapore using Random Forest. PLOS Neglected Tropical Diseases. 2018;12(6):e0006587. pmid:29912940
  30. 30. Mussumeci E, Codeço Coelho F. Large-scale multivariate forecasting models for Dengue—LSTM versus random forest regression. Spatial and Spatio-temporal Epidemiology. 2020;35:100372. pmid:33138951
  31. 31. Früh L, Kampen H, Kerkow A, Schaub GA, Walther D, Wieland R. Modelling the potential distribution of an invasive mosquito species: comparative evaluation of four machine learning methods and their combinations. Ecological Modelling. 2018;388:136–44.
  32. 32. Uusitalo R, Siljander M, Culverwell CL, Mutai NC, Forbes KM, Vapalahti O, et al. Predictive mapping of mosquito distribution based on environmental and anthropogenic factors in Taita Hills, Kenya. International Journal of Applied Earth Observation and Geoinformation. 2019;76:84–92.
  33. 33. Li SL, Acosta AL, Hill SC, Brady OJ, de Almeida MAB, Cardoso JdC, et al. Mapping environmental suitability of Haemagogus and Sabethes spp. mosquitoes to understand sylvatic transmission risk of yellow fever virus in Brazil. PLOS Neglected Tropical Diseases. 2022;16(1):e0010019. pmid:34995277
  34. 34. Georganos S, Grippa T, Niang Gadiaga A, Linard C, Lennert M, Vanhuysse S, et al. Geographical random forests: a spatial extension of the random forest algorithm to address spatial heterogeneity in remote sensing and population modelling. Geocarto International. 2021;36(2):121–36.
  35. 35. Rocklöv J, Dubrow R. Climate change: an enduring challenge for vector-borne disease prevention and control. Nature Immunology. 2020;21(5):479–83. pmid:32313242
  36. 36. Wilke ABB, Carvajal A, Medina J, Anderson M, Nieves VJ, Ramirez M, et al. Assessment of the effectiveness of BG-Sentinel traps baited with CO2 and BG-Lure for the surveillance of vector mosquitoes in Miami-Dade County, Florida. PLOS ONE. 2019;14(2):e0212688. pmid:30794670
  37. 37. Gorsich EE, Beechler BR, van Bodegom PM, Govender D, Guarido MM, Venter M, et al. A comparative assessment of adult mosquito trapping methods to estimate spatial patterns of abundance and community composition in southern Africa. Parasites & Vectors. 2019;12(1):462. pmid:31578155
  38. 38. Li Y, Su X, Zhou G, Zhang H, Puthiyakunnon S, Shuai S, et al. Comparative evaluation of the efficiency of the BG-Sentinel trap, CDC light trap and Mosquito-oviposition trap for the surveillance of vector mosquitoes. Parasites & Vectors. 2016;9(1):446. pmid:27519419
  39. 39. Lühken R, Pfitzner WP, Börstler J, Garms R, Huber K, Schork N, et al. Field evaluation of four widely used mosquito traps in Central Europe. Parasites & Vectors. 2014;7(1):268. pmid:24924481
  40. 40. Wilke ABB, Vasquez C, Carvajal A, Moreno M, Petrie WD, Beier JC. Evaluation of the effectiveness of BG-Sentinel and CDC light traps in assessing the abundance, richness, and community composition of mosquitoes in rural and natural areas. Parasites & Vectors. 2022;15(1):51. pmid:35135589
  41. 41. Placement and effects of Biogents mosquito traps. https://usbiogentscom/wp-content/uploads/Placement-and-effect-of-Biogents-mosquito-traps-enpdf. Biogents USA Website: Biogents.
  42. 42. National Online Weather Database NOAA National Centers for Environmental Information: National Oceanic and Atmospheric Administration; [cited 2020 June 25, 2020]. Available from: https://www.ncdc.noaa.gov/cdo-web/datasets/GHCND/stations/GHCND:USW00012839/detail.
  43. 43. U.S. Local Climatological Data (LCD). In: National Centers for Environmental Information N, NOAA, U.S. Department of Commerce, National Weather Service N, U.S. Department of Commerce, U.S. Air Force USDoD, Federal Aviation Agency USDoT, editors. National Centers for Environmental Information, NESDIS, NOAA, U.S. Department of Commerce.
  44. 44. Miami-Dade County. Miami-Dade County Open Data Hub 2021 [updated October 21, 2021; cited 2021 September 27, 2021]. Available from: https://gis-mdc.opendata.arcgis.com/.
  45. 45. ArcGIS [GIS Software]. 10.8.1 ed: Environmental Systems Research Institute, Inc.
  46. 46. Per Capita Income in the Past 12 Months (In 2019 Inflation-Adjusted Dollars): United States Census Bureau; [cited 2021 October 1, 2021]. Available from: https://data.census.gov/cedsci/table?q=per%20capita%20income%20by%20census%20tract&tid=ACSDT1Y2019.B19301.
  47. 47. Per Capita Income: Miami Matters; [cited 2021 October 1, 2021]. Available from: http://www.miamidadematters.org/indicators/index/view?indicatorId=15&localeId=138823.
  48. 48. Venables WN, Ripley BD. Modern Applied Statistics with S (MASS). 7.3–54 ed2021.
  49. 49. R Core Team. R: A Language and Environment for Statistical Computing. 4.11 ed: R Foundation for Statistical Computing; 2021.
  50. 50. RStudio Team. RStudio: Integrated Development for R. RStudio, PBC; 2020.
  51. 51. Microsoft Corporation. Microsoft Excel for Mac. 16.54 ed2021.
  52. 52. Ishwaran H, Kogalur UB. Fast Unified Random Forests for Survival, Regression, and Classification (RF-SRC). 2.12.1 ed2021.
  53. 53. Cianci D, Hartemink N, Ibáñez-Justicia A. Modelling the potential spatial distribution of mosquito species using three different techniques. International Journal of Health Geographics. 2015;14(1):10. pmid:25888755
  54. 54. Raymundo CE, de Andrade Medronho R. Association between socio-environmental factors, coverage by family health teams, and rainfall in the spatial distribution of Zika virus infection in the city of Rio de Janeiro, Brazil, in 2015 and 2016. BMC Public Health. 2021;21(1):1199. pmid:34162338
  55. 55. Zambrana JV, Carrillo FB, Burger-Calderon R, Collado D, Sanchez N, Ojeda S, et al. Seroprevalence, risk factor, and spatial analyses of Zika virus infection after the 2016 epidemic in Managua, Nicaragua. Proceedings of the National Academy of Sciences. 2018;115(37):9294–9. pmid:30150394
  56. 56. Wilke ABB, Vasquez C, Carvajal A, Medina J, Chase C, Cardenas G, et al. Proliferation of Aedes aegypti in urban environments mediated by the availability of key aquatic habitats. Scientific Reports. 2020;10(1):12925. pmid:32737356
  57. 57. Araujo RV, Albertini MR, Costa-da-Silva AL, Suesdek L, Franceschi NCS, Bastos NM, et al. São Paulo urban heat islands have a higher incidence of dengue than other urban areas. The Brazilian Journal of Infectious Diseases. 2015;19(2):146–55. pmid:25523076
  58. 58. de Jesús Crespo R, Rogers RE. Habitat Segregation Patterns of Container Breeding Mosquitos: The Role of Urban Heat Islands, Vegetation Cover, and Income Disparity in Cemeteries of New Orleans. International Journal of Environmental Research and Public Health. 2022;19(1):245. pmid:35010505
  59. 59. Rodrigues MdM Marques GRAM, Serpa LLN Arduino MdB, Voltolini JC Barbosa GL, et al. Density of Aedes aegypti and Aedes albopictus and its association with number of residents and meteorological variables in the home environment of dengue endemic area, São Paulo, Brazil. Parasites & Vectors. 2015;8(1):115. pmid:25890384
  60. 60. Wilk-da-Silva R, de Souza Leal Diniz MMC, Marrelli MT, Wilke ABB. Wing morphometric variability in Aedes aegypti (Diptera: Culicidae) from different urban built environments. Parasites & Vectors. 2018;11(1):561. pmid:30367678
  61. 61. Chouin-Carneiro T, David MR, de Bruycker Nogueira F, dos Santos FB, Lourenço-de-Oliveira R. Zika virus transmission by Brazilian Aedes aegypti and Aedes albopictus is virus dose and temperature-dependent. PLOS Neglected Tropical Diseases. 2020;14(9):e0008527. pmid:32898136
  62. 62. Louise C, Vidal PO, Suesdek L. Microevolution of Aedes aegypti. PLOS ONE. 2015;10(9):e0137851. pmid:26360876