Search results
The results of the literature search and screening yielded 38 articles that met the inclusion and exclusion criteria. These articles were published between 2014 and 2023. The stepwise screening of articles based on these criteria is presented in the PRISMA chart and PICOS framework (Fig. 1).
Study summary
Initially, 161 articles published in English between 20014 and 2024 were selected. After reading the abstracts, 83 articles were excluded because they did not satisfy the inclusion criteria. Only 38 of the other 83 articles met the review criteria.
We found that some authors cited spatial analysis in the abstract but did not use a spatial method to analyze the data in the geographic information system [12]–[14]. For example, some articles have incorporated the term “spatial” but used fluorescence micro-optical sectioning tomography (fMOST), as applied to neurologic tissue [14]. Furthermore, a logistic regression model was used to investigate sociospatial information [12] and to create a new application for detecting dog rabies as a graph-based evidence synthesis approach for detecting outbreak clusters [13]. A comparison of the spatial analysis methods used in the selected articles is given in Table 1.
Table 1
Review of the spatial analysis methods used in the selected articles.
No. | Reference | Spatial Method | Objectives of spatial analysis |
1 | [7] | Kernel density estimation [15], SaTScan [16]. | To describe spatial and temporal patterns of rabies. To discuss effectiveness of oral rabies vaccination campaigns in targeted oblasts. To identify geographical territories with zero rabies cases among animals. To detect spatial-temporal clusters of rabies cases using space-time permutation model. To compare densities of disease cases on an annual basis. |
2 | [8] | Spatial methods include Moran's I, Geary's C [17], and Getis-Ord's G[18]. | To visualize disease data using GIS tools to show spatial distribution. To study relationship between disease incidence and environmental factors geographically. To analyze spatial dynamics to understand spread and develop control strategies. |
3 | [9] | Geostatistics estimate and predict [19]. | To determine relationship between temperature, precipitation, and rabies spatial distribution. To identify high-risk areas for rabies outbreaks using geographic information systems. To predict spatial risk and distribution of rabies cases in livestock. |
4 | [20] | Moran's global index and Cluster and Outlier Analysis [17] | To identify clusters of high and low values in rabies cases. To classify governorates based on the number of rabies or PEP cases. |
5 | [21] | SaTScan [16], Global Polynomial Interpolation and Contour tool [22]. | To identify high-risk clusters and spatial expansion of human rabies cases. To analyze spatial distribution and clustering of human rabies occurrences. To determine trends in the spread speed of human rabies cases. |
6 | [23] | Bayesian hierarchical spatiotemporal model [24] | To understand spatiotemporal variation of rabies. To examine impacts of environmental, economic, and demographic factors on rabies |
7 | [25] | Monte Carlo simulations [26] | To assess spatial association between rabid dogs and urban structures. To determine if rabid dogs are closer to water channels than expected. To analyze spatial clustering of rabid dogs. |
8 | [27] | Average Nearest Neighbor (ANN) method [28]. | To determine disease distribution patterns for effective control strategies. To analyze spatial data to identify clustering, dispersion, or randomness. To measure distances between objects to understand distribution patterns. |
9 | [29] | Negative binomial regression [30], Z-score analyses [31]. | To assess behavior and status of raccoon variant rabies virus cases. To examine virus in non-raccoon hosts. To evaluate impact of oral rabies vaccine distribution |
10 | [32] | Spatial scan statistics [16], Poisson regression modeled variables [33] | To identify clusters of canine rabies cases. To evaluate the influence of social determinants on canine rabies incidence. To create a risk map for canine rabies based on social factors |
11 | [34] | Statistical modeling of cointegration techniques [35] | To Verify effect of weather components on rabies incidence. To Establish long-run relationship among reported rabies cases, temperature, and precipitation. To Guide local health officials in formulating preventive strategies for rabies control |
12 | [36] | Generalized Additive Models [37], Two-dimensional LOESS [38], Permutation tests [39]. | To identify spatial patterns in data for vaccination campaign planning. To Assess clustering of unvaccinated dogs to improve rabies prevention strategies. To Analyze geolocation impact on canine vaccination. To Maintain confidentiality by avoiding public availability of geographic coordinates. |
13 | [40] | Moran’s index [17], Chi- squared tests [41] | To Compare Myotis species identification using morphological keys and genetic identification. Characterize temporal and spatial trends of bat RABV. Assess risk factors for bat RABV infection by circumstances of encounter. |
14 | [42] | Used discrete Poisson spatial model [43], Using space-time permutation model [44] | To Identify clusters of high rabies incidence in specific regions. To Determine areas with significant aggregation of rabies cases in dogs. |
15 | [45] | WGS techniques [46] | To identify genetic relationships of RABV variants, reservoirs, and spatial origin. To generate novel data for future investigations. To monitor virus evolution, transmission, and emergence of relevant genetic mutations |
16 | [47] | Phylogeny reconstructed by maximum likelihood and Bayesian methods [48]. Beast and SPREAD software[49] | To understand evolutionary history and spatial temporal dynamics of rabies virus. To determine evolutionary rates and phylogeographic using Beast and SPREAD software. To illustrate the evolution history and phylogeographic of RABV in badgers. |
17 | [50] | Continuous time and space [51]. | To identify patterns in time and space for fox rabies control. To focus on disease dynamics in continuous time and space domains. To highlight potential risk areas and need for effective rabies vaccination |
18 | [52] | Spatially explicit individual-based model [53] | To investigate how spatiotemporal variation in wildlife host home range movement, implemented as home range size variation, affects the spatial spread, persistence, and incidence of wildlife disease and vaccination effectiveness. |
19 | [54] | Used Moran Index [17] and Moran Local Index [55]. | To identify clusters of inadequate postexposure human rabies procedures spatially. To characterize exposure to the disease and its risk factors geographically. To provide epidemiological evidence for health policy planning and decision-making |
20 | [56] | Bayesian Markov Chain Monte Carlo (MCMC) simulation in the BEAST [57] | To infer viral phylogenetic relationships in space and time. To gain insights into the contribution of host population to viral spread. |
21 | [58] | Bayesian regression models [48], Used Integrated Nested Laplace Approximations (INLA)[59] | To assess impact of accessibility on yearly rate of PEP patients. To generate risk map to identify optimal locations for future centers. To consider travel time to nearest IPC center as primary exposure variable. To investigate spatial and temporal scales for PEP patient predictions. |
22 | [60] | Cross-K function [61]. | To analyze spatial clustering between feeding points and dog rabies cases. To investigate the spatial association of stray dog feeding behavior and rabies cases. To simulate the spread of rabies virus among dogs in different subpopulations |
23 | [62] | Generalized Additive Models (GAM) [37], SaTScan [16]. | To identify risk factors for rabies To predict spatial risk areas for rabies spread To quantify association between monthly rabies occurrences and explainable variables. To Strengthen surveillance system in high-risk areas. |
24 | [63] | DOT map cartograms [64] | To evaluate statistical association between administrative divisions and rabies cases. To use DOT density maps for comparing distribution of rabies cases. |
25 | [65] | Dynamic patch occupancy [66]. | To predict spatiotemporal dynamics and spread rates in wildlife diseases. To understand factors driving spread like seasonality, transmission distance, and infection density. To estimate transmission distance, rates of spatial spread, and direction of invasion. |
26 | [67] | Logistic regression [68] | To identify trends in animal bites and rabies incidence spatially. To analyze spatial distribution of animal bites and pets vaccinated. To determine regions with higher incidence of animal bites. To assess spatial patterns of rabies-related human mortality. |
27 | [69] | Kernel function used for spatial distribution analysis [70], Multicriterion Analytical Hierarchy Process technique [71]. | To identify high-risk areas for bovine/human rabies transmitted by bats. To analyze spatial distribution of rabies cases. To assess association with independent variables. To Evaluate environmental and socioeconomic variables for dynamic epidemiological mosaic. |
28 | [72] | Smartphone technology directed [73] | To identify clusters of rabies cases for targeted interventions. To analyze spatial distribution of rabies cases for epidemiological insights. To understand geographic patterns of rabies transmission for control strategies. |
29 | [74] | SaTScan [16], Choropleth maps[75], Phylogenetic tree [76] | To identify spatial clusters of dog rabies cases for analysis To understand spatial relationships between animal and human rabies cases To compare positivity rates in different provinces using spatial analysis |
30 | [77] | General Method of Moments (GMM) [78], Spatial autocorrelation addressed [79] | To quantify socioeconomic and climate factors in spatial distribution of rabies. To understand spatial heterogeneity and spatial dependence effects in regression models. To analyze the influence of climatic and socioeconomic factors on rabies spread. To compare traditional regression models with aggregation model for better performance. |
31 | [80] | Chi- squared tests [41] Moran’s index [55] | To assess geographic and temporal trends in human and animal rabies cases. To identify provinces with higher bite rates and human rabies cases. To Determine the distribution of human suspect rabies cases throughout the country. |
32 | [81] | Kriging method [82], Geostatistics[19] | To identify geographic clusters of rabies for control strategies. To understand spatial distribution patterns of animal rabies. To highlight landscape determinants of the disease (rural, urban, suburb). |
33 | [83] | Descriptive statistics [84] | To describe human rabies incidence and spatial distribution. To investigate secondary cases and suggest pre-exposure prophylaxis for high-risk populations |
34 | [85] | Inverse Distance Weighted Interpolation [86], Getis-Ord's Gi statistic [18] | To identify risk factors and patterns of human rabies exposure. To analyze spatial distribution of human rabies exposures using GIS tools. To provide insights for cost-effective disease prevention and control measures. |
35 | [87] | Quasi-Binomial Regression Model [88] | To assess current risk of rabies spread. To evaluate efficacy of rabies contingency plans. To analyze influence of dog owner responses to rabies incursions. |
36 | [89] | Spatial method [90] | To clarify epidemiology of rabies. To evaluate factors influencing spread of rabies. To assess effects of rabies control and preventive measures. |
37 | [91] | Chi- squared tests [41] | To identify spatial patterns, relationships, and trends in dog biting incidents. To determine the association between dog bites and neighborhood characteristics. To analyze the spatial distribution of dog bites based on socioeconomic factors. |
38 | [92] | Kernel density estimation [15] | To visualize bat collection points and distribution patterns. To estimate density contribution of each point in the analysis. To identify statistically important areas for bat rabies surveillance. To analyze seasonal variation in bat removal requests and testing samples. To assess the spatial relationship between warmer months and bat activity. |
Year of studies and publication
Variations were reported in the period studied. Most published studies involved an analysis of data covering one year or more. Generally, the articles used data that had been collected one to six years before publication. Approximately 53. 8% of the studies published used data collected for 1 to 5 years and 17. 9% used data collected for 6 to 10 years. Furthermore, more than 82. 1% of the studies were published less than five years after the event occurred and only 2. 6% of the studies used data collected more than 30 years before publication.
Few papers using spatial analysis [25], [27], [47], [50], [56], [65], [69], [89], were published between 2014 and 2017, but since 2018, the number of papers based on geospatial studies has increased. Approximately 60% of the relevant papers were published after 2018 [7], [8], [34], [36], [40], [42], [45], [52], [54], [58], [60], [62], [9], [63], [67], [72], [74], [77], [80], [81], [83], [85], [87], [14], [91], [92], [20], [21], [23], [27], [29], [32] Table 2.
Most of the studies were performed in the USA or by Brazilian or American investigators. These countries are responsible for 55% of all the studies developed, followed by China, Tunisia, Thailand and the United Kingdom (UK). However, it is noteworthy that, in the case of the USA and Brazil, the studies were carried out with each database for rabies in their institutions. In the United Kingdom (UK), on the other hand, the studies were performed using other countries’ databases [56], [72].
The articles were published in the various journals listed in Table 2, most of which were published in five journals: PLoS Neglected Tropical Diseases, PLOS ONE, Journal of Geospatial Health, Frontiers in Veterinary Science, and Tropical Medicine and Infectious Disease. Furthermore, the reputation of most of the articles in Scopus and Web of Science is classified in the form of quartiles (Q1), followed by quartile 2 (Q2) and quartile 3 (Q3). These journals published 49% of the articles that used spatial analysis methods in the investigation of rabies transmission.
Table 2
Total articles by year and periodical.
No. | Year | Number of Article | Periodical | Quartile |
1 | 2014 | 1 | Emerging Infectious Diseases | https://wwwnc.cdc.gov/eid/about Scopus Quartile 1 (Q1) |
2 | 2015 | 1 | Geospatial Health | https://www.geospatialhealth.net/ Scopus Quartile 3 (Q3) |
3 | 2016 | 3 | PLOS Neglected Tropical | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
PLOS ONE journal | https://journals.plos.org/plosone/ Scopus Quartile 1 (Q1) |
Molecular Sciences MDPI | https://www.mdpi.com/journal/ijms Scopus Quartile 1 (Q1) |
4 | 2017 | 2 | PLOS Neglected Tropical Diseases, | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
Tropical Medicine and Infectious Disease. | https://www.mdpi.com/journal/tropicalmed Scopus Quartile 2 (Q2) |
5 | 2018 | 7 | PeerJ, | https://peerj.com/ Scopus Quartile 2 (Q2) |
PLOS ONE, PLOS ONE, | https://journals.plos.org/plosone/ Scopus Quartile 1 (Q1) |
BMC Infectious Diseases, | https://bmcinfectdis.biomedcentral.com/ Scopus Quartile 1 (Q1) |
Journal Epidemiologia e servicos de saude, | https://www.scielo.br/j/ress/ Scopus Quartile 2 (Q2) |
Epidemiology and Infection journal, | https://www.cambridge.org/core/journals/epidemiology-and-infection Scopus Quartile 2 (Q2) |
BMC Veterinary Research | https://bmcvetres.biomedcentral.com/ Scopus Quartile 1 (Q1) |
6 | 2019 | 5 | Frontiers in Veterinary Science, | https://www.frontiersin.org/journals/veterinary-science Scopus Quartile 1 (Q1) |
Geospatial Health, | https://www.geospatialhealth.net/ Scopus Quartile 3 (Q3) |
PLOS Neglected Tropical Diseases, | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
Journal of the Brazilian Society of Tropical Medicine, | https://www.scielo.br/j/rsbmt/ Scopus Quartile 3 (Q3) |
Ethiopian Veterinary Journal. | https://www.ajol.info/index.php/evj Scopus Quartile 1 (Q1) |
7 | 2020 | 5 | PLOS ONE, | https://journals.plos.org/plosone/ Scopus Quartile 1 (Q1) |
Preventive Veterinary Medicine, | https://www.sciencedirect.com/journal/preventive-veterinary-medicine Scopus Quartile 1 (Q1) |
Journal of Animal Ecology, | https://www.scirp.org/journal/oje/?utm Scopus Quartile 1 (Q1) |
Frontiers in Veterinary Science, | https://www.frontiersin.org/journals/veterinary-science Scopus Quartile 1 (Q1) |
PLOS Neglected Tropical Diseases | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
8 | 2021 | 7 | Veterinary Medicine and Science, | https://onlinelibrary.wiley.com/journal/20531095 Scopus Quartile 2 (Q2) |
Veterinary World, | https://www.veterinaryworld.org/ Scopus Quartile 2 (Q2) |
viruses MDPI Journal, | https://www.mdpi.com/journal/viruses Scopus Quartile 1 (Q1) |
PLOS Neglected Tropical Diseases | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
Tropical Medicine Infection Disease | https://www.mdpi.com/journal/tropicalmed Scopus Quartile 2 (Q2) |
PLOS Neglected Tropical Diseases, | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
Heliyon Journal | https://www.cell.com/heliyon/home Scopus Quartile 1 (Q1) |
9 | 2022 | 6 | Journal of Geospatial Health, | https://www.geospatialhealth.net/ Scopus Quartile 3 (Q3) |
Environmental Research and Public Health, | https://www.mdpi.com/journal/ijerph Scopus Quartile 2 (Q2) |
Clin Transl Med, | https://onlinelibrary.wiley.com/journal/20011326 Scopus Quartile 1 (Q1) |
PLOS Neglected Tropical Diseases, | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
NATURE COMMUNICATIONS, | https://www.nature.com/ncomms/ Scopus Quartile 1 (Q1) |
PLOS Neglected Tropical Diseases. | https://journals.plos.org/plosntds/ Scopus Quartile 1 (Q1) |
10 | 2023 | 2 | Tropical Medicine and Infectious Disease (MDP), | https://www.mdpi.com/journal/tropicalmed Scopus Quartile 2 (Q2) |
International Journal of Infectious Diseases | https://www.scirp.org/journal/aid/?utm_campaign Scopus Quartile 1 (Q1) |
Epidemiological information on human and animal rabies
Nine of the studies included in this review applied spatial methods to epidemiological information about human and animal rabies [9], [20], [58], [63], [69], [74], [80], [87], [91]; nine articles analyzed only epidemiological information about human rabies [8], [21], [23], [54], [72], [77], [83], [85], [89] and 21 articles focused solely on the epidemiology of animal rabies [7], [14], [45], [47], [50], [52], [56], [60], [62], [65], [67], [81], [25], [92], [27], [29], [32], [34], [36], [40], [42].
In terms of the geometric or shape representation of data, studies have primarily used polygons and point data. The polygons were used to represent administrative frontiers, such as neighborhoods, districts or other administrative frontiers, and the points were used to represent cases of rabies, households, and animal (dog, cat, bats, etc.) traps.
There was no predominant type related to the topology utilized because it was common to use more than one type of topology in the articles. For example, often, data are collected at the household level, but for analysis purposes, they are aggregated into areas.
Spatial units
Among the articles selected, 12 different primary units of analysis were identified. The most commonly used primary unit of analysis was more than one unit of spatial analysis; for example, counties; cities; provinces; districts; human and animal rabies cases; municipalities; administrative towns; cities; rivers; lakes; departments; and villages were applied in fifteen articles or approximately 38% of the published studies [9], [21], [72], [80], [81], [89], [92], [27], [32], [36], [40], [42], [58], [62], [67]. Human and rabies cases were used as primary units in seven studies [14], [50], [52], [60], [63], [65], [77], and municipalities were used in four studies [54], [69], [74], [83]. Two studies [23][7] used the province as the unit of analysis. Other studies have used the region as an analysis unit [47], [56]. In two studies, city data were used [20], [34]. The term “state” was applied in two studies [45], [87], “administrative districts” was used in one study [85], “the counties” was used in one study [29], “the global units” was used in one study [8], and “neigborhood” was used in one study [91]. Furthermore, the line (water channel) unit was used in one study [25].
Methods of spatial analysis applied in rabies studies
Twenty-eight different spatial methods used to analyze the rabies data were found in the articles. However, some were more common than others. The methods used in the selected papers are listed according to the topology of the data used Table 1.
Spatial analysis of points
In the analysis of point data, the method used most frequently, in 5 papers [32], [42], [62], [72], [74], was spatial scan statistics (SaTScan) [16]. The Moran's index statistic [55], was used in two papers [8], [77]. K-D analysis [15], was applied in a separate study [92] and in another study [7], standard distances and a space-time permutation model were applied. Two papers [23], [58], used only Bayesian models [48]. The Getis-Ord Gi statistic [18], was used in two studies [8], [85].
The average nearest neighbor (ANN) [28], was applied in one paper [27]. The discrete Poisson spatial model (DPS) [43] was applied in one study [42], and the cross-K function [61] was applied in two papers [36], [50]. The kriging method [82] and geostatistical methods [19] were applied in two papers [9], [81]. Monte Carlo simulations [26] and the L function [93] were used in one paper [25]. The standard distances [94] and space-time permutation model [44] were applied in one paper [7]. In one paper [8], Geary's Contiguity Ratio [95] was used. The analytical hierarchy process (AHP) technique [71] was applied in one [69]study, the R for accuracy test [96] was used in another study[52], and DOT map reshaping [64] was applied in one study [63]. Furthermore, the fMOST and scRNA-seq techniques reveal the 3D rabies virus (RABV) distribution in the brain [97] and were used in one study [14]. Finally, the descriptive statistical model [84] was applied in one study [83].
Spatial analysis of area data
The spatial scan statistics (SaTScan) method [16] is the most common method used for analyzing polygon data [32], [42], [72], [74]. Another commonly used method was the global Moran index [55], which was applied in three studies [20], [54], [77]. The Cross-K function [61] was applied in two studies [50], [60]. Furthermore, generalized additive models (GAMs) [78] were applied in two studies [36], [62]. The Monte Carlo method [26] was applied in one study [25], the average nearest neighbor (ANN) method [28] was applied in another [27], the kriging method [82] was applied in one study [81], the Bayesian regression models [48] were applied in one study [58], and the Getis-Ord Gi statistic [18] was applied in another [91].
Software programs used for spatial analysis of rabies cases
Some articles did not report which software had been used to perform the spatial analysis of the data. Furthermore, in some cases, the method of spatial analysis was not referenced; instead, the focus was on the set of operations utilized. For example, it was clear in every article that different software programs had been used; in some cases, one software program was used to create geographical coordinates (latitude and longitude), and another was used specifically to perform spatial analysis. The software programs used in the selected articles are given in Table 3. The most commonly used methods were ArcGIS, R software, GeoDa, TerraView, Moran's index and MapInfo. Several other software programs, for example, SaTScan, Terrasse, BioEdit, and ClustalX version 1.8, have been used. MegAlign software version 5. MEGA version 5, R, the stpp-package cellular automata (CA) and other customized versions were used but not as often.
Table 3
List of software used each year
No. | Year | Software | Number of studies |
1 | 2014 | BioEdit software, ClustalX version 1.8. | 1 |
MegAlign software version 5. | 1 |
MEGA version 5 | 1 |
2 | 2015 | R and the stpp-package | 1 |
Cellular automata (CA) | 1 |
3 | 2016 | Kernel function | 1 |
TerraView 4.2.2 | 1 |
ArcGis 10.0 | 1 |
Beast and SPREAD | 1 |
Maximum likelihood and Bayesian | 1 |
4 | 2017 | R software | 1 |
Geographic Information System (GIS) | 1 |
ArcGIS 10.3 | 1 |
Dynamic patch-occupancy model | 1 |
5 | 2018 | R (version 3.4.2) with glmmADMB package | 1 |
The glmmADMB package | 1 |
SaTScan(tm) v8.0 software | 1 |
SAS 9.4 and Microsoft Excel 2013 | 1 |
GMM adopted for unbiased estimation with spatial autocorrelation. | 1 |
Moran's I statistic | 1 |
TabWin 32, Epi Info 7.1, and Microsoft Excel 2010. | 1 |
Individual-based model on a 1-by-1 km grid. | 1 |
Spatially explicit transmission model developed at 1 km2 grid scale | 1 |
Minitab software for descriptive statistics and linear regression analysis. | 1 |
Kernel density estimation. | 1 |
6 | 2019 | R package malariaAtlas | 1 |
Rapid Extractor of Climatological Information III (ERIC III). | 1 |
Geographic Information Systems (ArcGIS) software | 4 |
TerraView 4.2.2 | 1 |
| | Moran's index. | 1 |
7 | 2020 | Spatial analysis conducted using Moran's I statistic for geographic trends | 1 |
| | Cross-K function. | 1 |
| | Metapopulation analysis. | 1 |
| | SEIR model. | 1 |
| | Spatially explicit individual-based model. | 1 |
| | Sensitivity analyses conducted | 1 |
| | SaTScan software utilized for spatial and spatiotemporal analysis. | 1 |
| | No information | 1 |
| | Moran's global index and spatial autocorrelation by Cluster and Outlier Analysis | 1 |
8 | 2021 | Package "spdep" of R software for spatial analysis | 1 |
| | ArcGIS was used for spatial analysis | 4 |
| | SaTScan. | 1 |
Ordinary Kriging regression. | 1 |
Kriging method applied to estimate missed data in reporting process. | 1 |
Generalized Additive Models (GAMs) were used for spatial analysis | 1 |
9 | 2022 | Dynamical models and phylogenetic analysis | 1 |
ArcGIS | 2 |
SaTScan version 9.3 | 1 |
fMOST and single-cell RNA sequencing techniques | 1 |
Spatiotemporal Bayesian regression models | 1 |
Bayesian statistics. | 1 |
| | R code | 1 |
| SaTScan. | 2 |
10 | 2023 | ArcGIS software | 2 |
Stata version 17 | 1 |