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Forest Fires in Sicily: Statistical Risk Analysis Based on 2010-2023 Data

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11 July 2026

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13 July 2026

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Abstract
Introduction. Forest fires are complex phenomena causing considerable damage to the environment, habitat destruction, soil erosion, greenhouse gas emissions, and biodiversity loss. They are increasing globally, with extreme events becoming more frequent and destructive. Understanding their root causes and influencing factors is crucial. Methods. This work focuses on analyzing data of forest fires that occurred in the period 2010-2023 in Sicily, an Italian region and big island with special orographic characteristics and substantial agricultural and forestry-pastoral activities. The methods concern a careful extraction of data by using QGIS software and official databases and their appropriate statistical analysis. Results. A definition of forest fire risk, coherent with the literature, is here formulated, and a risk ranking and classification of the Sicilian municipalities is so obtained. Risk factors are elicited by expert advice, and their significance is determined via multiple regression analysis with a transformed dependent variable. Conclusions. The work shows an optimal balancing between ecological perspective and operational risk management. Forest fire data collection empowerment is highlighted, such as fire-starting location and total damage caused by each fire event. The study allows optimally distributing the regional budget for forest fire prevention among the municipalities.
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1. Introduction

Forest fires cause considerable damage to the environment and human health, causing habitat destruction, soil erosion, greenhouse gas emissions, and biodiversity loss. Forest fires are increasing globally, with extreme events more frequent and destructive. Climate projections indicate worsening conditions for tropical and boreal regions in the coming decades (Ager et al. 2014).
Forest fire is complex from many perspectives, even basically as a thermo-fluid-dynamic phenomenon. The triggering mechanisms are partially unknown; the implications are intricate from an ecological, environmental, social, and economic point of view. The logistics and management of extinguishing interventions can be extremely difficult, as well as prevention activities (Salis et al. 2021).
Forest fires are favored by climatic, orographic, or contextual factors (culpable phenomena due to carelessness, or even malicious, when caused by voluntary human action). The effect of rural practices can be twofold: from one side, the abandonment of traditional rural practices leads to an accumulation of fuel, increasing potential destructive capacity; from the other side are the same rural practices that could determine the triggering of forest fires (Del Hoyo et al. 2011).
Modeling of the phenomenon (with support of basic science, e.g. mathematics, physics, chemistry) is complex, only thinking that the fire is a stochastic process on spatial and temporal dimensions, whose ignition can simultaneously occur on several location points, and its development can be conditioned by many random factors, whose interaction can be significant, such as, for example, wind, temperature, and humidity (Dìaz-Avalos and Juan, 2022).
The resulting damage from a fire can be very severe, even leading to loss of human life and, in any case, huge economic losses for the entire community.
In recent years, large-scale forest fires have afflicted many countries on all continents. For this reason, scientific research has focused on increasingly in-depth analyses, aimed at better understanding the phenomenon, its causes, and anticipating and mitigating the associated risks (Oom et al. 2022).
The methodology for assessing forest fire risk should be general, but the control on the ground should prioritize the level of municipalities, avoiding the need of coordination at national and international levels.
It is also clear that efforts and economic resources to fight the phenomenon should not be distributed indiscriminately, but in an optimal and careful manner, to maximize their effectiveness and efficiency.
While initially data on forest fires were collected on paper forms and with approximate geographical measurements, starting from the 2000s and with the advent of increasingly accurate proximal and remote mapping tools, very detailed data can be available, which, appropriately processed, can provide valuable assessments (Chuvieco et al. 2009; Militino et al. 2024).
Borisova et al. (2024) report that forest areas are currently experiencing fires almost every year, also affecting protected sites. They propose a flexible and scalable approach for spatial assessment and fire risk mapping for natural resource management. A register of potential fire risk factors is also proposed.
Del Hoyo et al. (2011) report that around 90% of forest fires in southern Europe are caused by human activity. They propose spatial models to predict the probability of forest fires caused by humans in the region of Madrid, incorporating socio-economic factors.
Chuvieco et al. (2009) present the development of a framework for assessing forest fire risk using telemetry and geographic information systems.
Ager et al. (2014) analyze the occurrence and size of forest fires in Sardinia and Corsica, focusing on spatial and temporal models related to soil use and weather factors. The study found that fires are primarily caused by humans, agricultural use, and desert conditions. The maps derived from their statistical models can be used to prioritize intervention areas and identify areas for fuel reduction and prevention efforts.
Finney (2005) discusses the quantitative analysis of fire risk, highlighting the importance of characterizing fire behavior and its effects. The study revealed that most fires in the USA were suppressed when controlled by initial attack forces. Land management policies that allow free fires can increase the risk of relevant fires.
Thompson et al. (2011) present a tool for assessing the forest fires risk, developed to support strategic planning and management of ecological and social resources. The tool aims to monitor fire risks and provide useful information for treatment and mitigation decisions.
Xi et al. (2020) explore the modeling of the duration and size of forest fires as dependent variables using advanced statistical techniques to improve prediction and management in a changing climate.
Xi et al. (2018) discuss the evolution of fire risk management systems and the importance of data-based tools for managing fire hazards. The systems of fire risk management have evolved from qualitative to deterministic/stochastic models, highlighting the need for data-based tools for fire management.
Oliveira et al. (2021) examine the risk models and their applications for forest fire management. Factors such as climate change, soil use, and sociodemographic conditions influence risk.
Elhami-Khorasani et al. (2022) present a conceptual framework for probabilistic risk assessment and consequences of fires in wildland-urbane interface communities. A proactive response is needed to manage this risk. The management of forest fires requires an engineering approach, focus on stakeholder collaboration, and overcoming knowledge gaps through coordinated research efforts.
Xu et al. (2024) provide a comprehensive revision of prediction methods for forest fire risk, particularly focusing on deep learning techniques. Their paper analyzes the geographical distribution of studies and their predictive capabilities. The forest fire risk is often thought as made of three components: probability, intensity, and effects. The specific definition of risk can vary based on research objectives, methods, and algorithms used. Historical data of forest fires are essential for prediction models. Data records vary in source and scale, with governmental agencies and satellite data being the most used.
Toledo-Jaime et al. (2024) propose a spatio-temporal model of the occurrence and size of forest fires in Jalisco, Mexico, from 2001 to 2020, focusing on environmental and anthropogenic factors that influence their behavior. The study found that the frequency and intensity of forest fires have increased globally. Climate conditions, such as temperature and precipitation, influence the content of the fuel's moisture. The distance between roads and agricultural land was used as an indicator of human activity.
Descriptive analyses of forest fires data in southern Italy are not new (see, e.g. Leone, 1983), but the phenomenon of forest fires in Sicily needs more attention. In fact, Sicily represents a model case for its characteristic of being an island, for its geographical location in the center of the Mediterranean area, for its orographic characteristics, and for the number of people involved in agriculture and forestry-pastoral activities—factors that may influence forest fire risk, as will be demonstrated in this work.
In 1967, Mr. Mario Fasino, then Councilor for Agriculture and Forestry of the Sicilian Region, planned three hundred thousand hectares of reforestation on mountain territory (Fasino, 1967). The aim was to defend the territory and the infrastructures from hydrogeological instability and from the abandonment of the mountains. The objective, in terms of surface, was never fully achieved. A partial artificial forest was created, which stimulated a healthy economy for the families of mountain municipalities. Sicily then became rich in forest nurseries, wisely spread throughout the territory, and capable of producing millions of seedlings suitable for the purpose.
The temporary reforestation was meant to stabilize the soil, counteract the fury of rainwater, and prepare the territory for the expansion of typical plants that directed the forests towards a more stable natural phytocenosis. However, this last objective was minimally pursued, leading today to an aged forest cover, often overripe, demonstrating many aspects of inadequacy. For instance, persistent artificial stands limit the natural evolution of the forest—as happens, for example, in the Aidone woods in the province of Enna—where eucalyptus trees inhibit the underlying oak stand and remain highly vulnerable to fires.
Sicily region is affected by severe weather conditions in the summer, exposing it, more than other regions of Italy, to the plague of forest fires. The complex network of Sicilian region municipalities (390 in total) is increasingly responsible for processes that should be at least of regional interest, since such serious problems have roots well beyond the local level.
In Sicily, the evolution of the forest fire phenomenon and the ways to deal with it drastically increased in the late 1970s and continued into the 1980s, with the first aerial interventions with helicopters. Many landscapes, thanks to economic development, began to change with the ever-increasing spread of second homes, new urbanized areas, and new infrastructures. In the 1990s, with a changing economy and increasing land abandonment, the danger to buildings and infrastructure increased, requiring greater coordination between ground forces responsible for extinguishing fires, an increasing use of aerial firefighting, and new technologies to support such operations (Garofalo and Paladino, 1998). In the 2000s, the pressure of fires continued to increase, moving towards urbanized areas and increasingly characterized by the use of aircrafts.

2. Methods

2.1. Data Sources and Data Pre-Processing

The dataset of burned areas for the years 2010-2023 was made available by the Forestry Corps of the Sicilian Region. The dataset referred to the records of the surfaces affected by fire, carried out by the detachments of the Forestry Corps, by their respective competence.
The extraction of data useful for carrying out the work on a municipal basis was carried out using the QGIS software (v.3.16). To this end, the intersection of the layer of municipal territories (ISTAT, 2011a) of the 390 municipalities of the region was made with the layers of the surfaces annually affected by fires, obtaining the net burned surface that affected each municipality in each year.
Please note that the data relating to areas affected by fires, made available by the Forestry Corps, do not represent the total burned area. This is because the Forestry Corps only records burned areas classified as "forest" under current legislation, and therefore its surveys are only an aid to the complete identification of the areas affected by fires for the application of protection measures (SIF 2025).
The data related to the number of residents, the land area, and the altitude of each municipality were extracted from the data warehouse of the population and housing census (ISTAT 2011.b), while the data relating to artificial areas, urban green areas, agricultural areas, wooded territories and semi-natural habitats, wetlands, and water bodies (see Section 3.4) were obtained through the use of the QGIS with the intersection of the municipal territories layer of the former 390 municipalities (currently they are 391) of the region with the layer of the Corine Land Cover Map of the Italian Institute for Environmental Protection and Research, (ISPRA, 2018).
Finally, the compactness and fragmentation indexes were derived from the ISPRA studies (Assennato, 2016; Giunta et al., 2023). The compactness of urban areas is an index indicating the density and development of an urban area compared to sparse and rural areas (Munafò et al. 2015). It measures the relative proportion of built and unbuilt areas within an urban area, and it is used to evaluate urban efficiency, sustainability, and environmental impact. The index is calculated considering the area occupied by buildings and infrastructures and the total surface of an urban area.
The fragmentation of territory is the reduction of ecosystems, habitats, and units of the landscape due to urban expansion and the development of an infrastructural network, leading to the transformation of large-scale areas into smaller, more isolated parts. This process disrupts the continuity of ecosystems and habitats.

2.2. Time Trends Analysis

The data analysis firstly looks at the time trends of forest fire events to get an overview of what has happened year by year, how the phenomenon is distributed monthly, and weekly throughout a year and, how it is distributed between the days of a week.

2.3. Risk Assessment at Municipality Level

Generally speaking, the definition of risk is not unique. It is based on assumptions, constructs, and formulations that depend on the specific context in which they are generated (Aven, 2009).
In this case, based on the specific literature on forest fires, risk is conceived by considering three fundamental elements, each one acquiring numerical consistency for each municipality of the region:
  • the number of fire events (hereinafter NF) which affected the municipality;
  • the total burned forest areas (hereinafter BA) in the time period considered;
  • the forested areas (hereinafter FA) currently present in that municipality. Here we intend territories covered by forest species, regardless of the regulatory definition of "forest".
Once the elements constituting the risk have been established, they must be combined in the most appropriate manner. It is here assumed that if just one of the three elements is zero, the risk is zero; therefore, an intuitive and appropriate definition of risk is given by the following algebraic formula:
Forest   Fire   Risk   =   NF   ·   BA   ·   FA  
This formula is consistent with the most adopted definition of risk as the product of the probability of an adverse event, the damage caused, and the potential consequences.
In this case, a forest fire is an adverse event, the probability determined from a frequentist perspective through the number of fires (which, normalized with respect to the total number, represents a relative frequency of fires for each municipality).
From the initial dataset, the cumulative values (over the entire investigated time frame 2010-2023) of NF and BA, for each of the 390 municipalities of the Sicilian Region, were calculated, while the FA present in the municipalities were obtained as explained in Section 2.1.
Using the (1), it is therefore possible to attribute a risk value to each municipality in the Sicilian region and therefore also a ranking among them. It is also possible to group the risk values into a limited number of contiguous classes (three to five classes are generally adopted). Such grouping depends upon the specific risk values distribution, and may require non naive classification techniques, as will be shown in Section 3.2. below.

2.4. Geographical, Economic, and Social Factors

Following the descriptive analysis of forest fire data, it is necessary to move on to an investigation of correlated factors. After deep brainstorming, geographical, economic, and social factors (Section 2.1) were elicited to investigate their influence on the forest fire phenomenon.
In addition to the forested areas (involved in the risk definition), ten factors were initially considered and quantified for each municipality, as follows (in square brackets are their respective measurement units, where applicable):
  • ▪ Agricultural areas [hectares]
  • ▪ Altitude [meters above sea level]
  • ▪ Artificial areas [hectares]
  • ▪ Compactness index
  • ▪ Fragmentation index
  • ▪ Land area [km²]
  • ▪ Number of residents
  • ▪ Urban green areas [hectares]
  • ▪ Water bodies [hectares]
  • ▪ Wetlands [hectares]
The ratio between the number of residents and land area provides the population density (expressed as usual in residents/km²), which has been considered as a single meaningful factor for the analysis. Hence, nine factors were finally considered to be related to the forest fire risk.

2.5. Risk Analysis

The regression analysis of the risk, considered as a dependent variable, vs. the nine considered factors elected as independent variables, can be conducted relying on Box-Cox data transformation (Draper and Smith 1998). However, since the transformation requires values higher than zero, the zero-risk municipalities need to be eliminated from the dataset for such analysis.

3. Results

3.1. Time Trends

The trend over the years of the impact of forest fires in the whole Sicilian region is shown in Figure 1.a, where the vertical coordinate of the bubble center corresponds to NF, and the area of the bubble is proportional to BA. Only two attenuations of the forest fire phenomenon can be seen from the graph, in 2013 and 2018, contrasting with tremendous increases in 2017 and 2018.
Figure 1.b shows the distribution of fires by month of year. The most critical months are undoubtedly July and August. June and September are also critical; June for the large amount of easily flammable biomass widely present and September for the prolonged water deficit of soil and vegetation.
Figure 1.c shows the distribution of forest fires by the week of the year (ISO standard 8601 used to define the week number from the fire date): 50% of fires occur between week 27 (end of June, first quartile) and week 35 (end of August, third quartile) with a modal peak in week 31 (end of July).
The bar chart in Figure 1.d shows the distribution of the number of fires by the days of the week. Forest fires appear almost equally distributed over the week. However, the large amount of data suggests adopting a non-parametric Chi-square test with the null hypothesis of even distribution (Table 1). The assumption of even distribution can be rejected (p-value = 0.026), highlighting the criticality of Sunday, in which the number of forest fires is generally very high.

3.2. Risk Analysis

The empirical distribution of the discrete variable NF (the total number of fires for each municipality over the period 2010-2023, see Section 2.3), considering the entire dataset of the 390 municipalities of the Sicilian Region, is very dispersed, counting thirty-two zeros and many small values (see Figure 2.a).
The distribution of BA (see Section 2.3) can be seen in the histogram of Figure 2.b. It is asymmetrical and very far from a Gaussian model. The distribution of the Forested Areas has similar characteristics, as shown in the histogram of Figure 2.c. The distribution of Risk values calculated according to (1) of Section 2.3 has an extremely asymmetrical shape and many outliers (box-whiskers plot in Figure 2.d).
The Appendix provides the list of the 390 Sicilian municipalities ranked according to descending fire Risk.
Due to the extreme skewness of risk values, a division into risk classes based on the general percentile rule (e.g. four classes delimited by the quartiles of the distribution) is not a good solution. Therefore, it was decided to adopt risk values data clustering based on the K-means criterion.
The dataset was then split into five contiguous classes, from very high to very low risk, with an intermediate level, thus arriving at the risk map of the 390 Sicilian municipalities shown in Figure 3. The level, or risk class, for each municipality, is fully reported in the last column of the Table in Appendix.

3.3. Multiple Regression Analysis of the Forest Fire Risk

Once the risk values were calculated for each municipality, a statistical estimation of the factors’ relative importance could be made. By looking at the empirical distribution of the Risk index (Figure 2.d), it is evident that to analyze the variable by parametric methodologies of inferential analysis (based on the Gaussian model) it is necessary an analytical transformation. The Box-Cox transformation (Draper & Smith 1998) requires that all zero-risk values shall be excluded from the analysis. Once the zero-risk data (forty-two cases) were excluded, the parametric analysis of regression with the nine regressors defined in Section 2.4, can proceed.
The nine factors used as regressors are:
  • Factor A: Agricultural areas
  • Factor B: Altitude
  • Factor C: Artificial areas
  • Factor D: Compactness index
  • Factor E: Fragmentation index
  • Factor F: Population density
  • Factor G: Urban green areas
  • Factor H: Water bodies
  • Factor J: Wetlands
Applying the regression analysis to the risk dataset, summary results are reported in Table 2. The estimated parameter of the Box-Cox transformation is λ = 0.069
The estimated regression equation can be written as:
R i s k 0.069 = 2.76 + 2.90 · 10 5 x A + 4.72 · 10 4 x B + 3.48 · 10 4 x C 2.31 · 10 3 x D + 1.00 · 10 2 x E 5.80 · 10 4 x F + 5.00 · 10 5 x G 3.43 · 10 4 x H 2.14 · 10 3 x J
Figure 4. Linear regression summary output for the forest fire Risk variable: a. Pareto chart of the standardized effects; b. residuals vs. fitted values; c. histogram of residuals; d. Normal probability plot of residuals.
Figure 4. Linear regression summary output for the forest fire Risk variable: a. Pareto chart of the standardized effects; b. residuals vs. fitted values; c. histogram of residuals; d. Normal probability plot of residuals.
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Figure 3.a shows the factors with a significant impact, which are in decreasing order of importance:
  • ▪ Artificial surfaces, with a "+" effect (the more artificial surfaces, the greater the risk)
  • ▪ Agricultural areas, with a "+" effect (the more agricultural areas, the greater the risk)
  • ▪ Altitude, with a "+" effect (the higher the altitude, the greater the risk)
  • ▪ Wetlands, with a "-" effect (the more wetlands, the lower the risk)
The other five factors do not have a significant effect on risk. The analysis of residuals is also satisfactory (Figure 3.b--d).
All information gained by data analysis is vital for organizing an effective and efficient firefighting system that the regional government, in collaboration with the municipalities, can implement to mitigate the overall risk and the highly negative economic and environmental impact of forest fires in the region.

4. Discussion

From the analysis of the time series of fire data at the regional level, the level of novelty is limited, but the information is scientifically validated. Over the examined thirteen years, the trend has been fluctuating. The fire phenomenon affected almost all months of the year, with a significant impact in the period June-September; the peak week is the last of July. In terms of weekly distribution, there is a strong negative impact on Sundays, most likely due to the frequentation of the woods and countryside by people paying little attention to practices that can lead to the ignition of fires.
In this work, based on a large dataset of forest fires, it was possible to use a frequentist approach for the assessment of the probability of occurrence and an approach for the assessment of damage considering the burned areas, an objective element of damage that can have declinations and implications in multiple aspects: ecological, socio-economic, etc.
The adopted definition of "risk," involving the probability of fire occurrence (NF), already occurred damage (BA), and potential loss of the forested areas (FA), is a conservative definition, coherent with most of the scientific literature on fire risk, and which, if adequately argued and supported by the peculiar metric of the distribution of the fire events among the regional municipalities, constitutes one of the major results of this work.
A regression method has been developed for the analysis of the risk dataset, leading to the estimation of the relationships between risk and potentially influential factors selected by expert reasoning.
Based on the regression analysis, it can be established that artificial surfaces, agricultural areas, and altitude significantly increase the forest fire risk (the higher these factors, the higher the risk), while wetlands significantly mitigate the risk. Zero-risk subsets contain forty-two municipalities characterized by either the absence of fires over the analyzed time period or the absence of forested areas, or the concomitance of the two cases. The ranking of risk among the municipalities and the risk classification may allow a proportional allocation of the regional budget, while the significant factors may suggest a coordinated, efficient, and effective implementation of firefighting systems.
Conclusions
Research on forest fires has made great progress in the last thirty years, but still much remains to be done. There is still a lot to do in terms of management, and basically it is necessary to focus on risk to encourage prevention policies as much as possible.
Sicily represents a case to be accurately studied, being a large island and due to its geographical location, its orographic characteristics, and economic and social aspects.
In Sicily it is necessary to promptly review the policies of the territory, with substantial investments for the recovery of the best possible agriculture and better management of the landscape with an appropriate control of the land and continuity of the vegetation, especially when this becomes intimately interconnected with anthropogenic structures and infrastructures.
Determining the burned areas at the level of single municipalities was aimed at distributing both responsibility and suffered damage as accurately as possible.
It should be noted that the administrative procedure that determines a more complete extent of the damage due to a fire can take several years and would not comprehensively address additional consequences, such as environmental ones, which are complex to assess.
This work considers an evaluation of the “damage” (BA) made available by the regional Forestry Corps. A more detailed estimation of the damage is beyond the limitations of this work and can be a matter for further research.

Acknowledgments

Authors’ contributions: Stefano Barone was responsible for statistical modeling and data analysis. Santo Orlando was responsible for the GIS data extraction and manipulation. Antonino Paladino provided expertise in forest fires and their territorial management, based on his experience within the Sicilian Forestry Corps, which provided the raw data for this study.

Appendix A

The 390 Sicilian municipalities ranked by descending Forest Fire Risk and its three determinants, Forested Areas (FA), Number of Fires (NF), and Burned Areas (BA). The last column of the table shows the risk level determined via cluster analysis. Note: the last 42 cases (zero risk) are listed in alphabetical order of municipality name.
Municipality FA NF BA Forest Fire Risk Risk level
Monreale 8720 475 14560 6.03E+10 very high
Mazzarino 8455 374 13767 4.35E+10 very high
Messina 7488 492 10460 3.85E+10 very high
Randazzo 9801 308 6449 1.95E+10 very high
Enna 7856 144 9008 1.02E+10 very high
Noto 9364 250 3961 9.27E+09 very high
Bronte 9614 158 5289 8.03E+09 very high
Palermo 4274 212 7997 7.25E+09 very high
Piazza Armerina 4974 188 4235 3.96E+09 very high
Castiglione di Sicilia 4570 207 4036 3.82E+09 very high
Castellammare del Golfo 3604 156 5777 3.25E+09 very high
San Mauro Castelverde 7276 55 6777 2.71E+09 very high
Caccamo 4595 147 3166 2.14E+09 very high
Aidone 4797 108 3957 2.05E+09 very high
Nicosia 5458 76 4782 1.98E+09 very high
Siculiana 745 427 6105 1.94E+09 very high
Casteltermini 2582 120 5741 1.78E+09 very high
Melilli 4851 69 4974 1.66E+09 very high
Custonaci 2707 68 8536 1.57E+09 very high
Caltagirone 7159 118 1564 1.32E+09 high
Carini 1948 143 3920 1.09E+09 high
Geraci Siculo 5869 40 4648 1.09E+09 high
Collesano 4086 86 3042 1.07E+09 high
Cefalù 3328 81 3956 1.07E+09 high
Caltanissetta 3945 131 2040 1.05E+09 high
Ragusa 3733 92 2969 1.02E+09 high
Altofonte 1500 143 3934 8.44E+08 high
Palazzo Adriano 3941 61 3178 7.64E+08 high
Cesarò 12429 63 937 7.33E+08 high
San Vito Lo Capo 1656 40 10532 6.98E+08 high
Caltabellotta 3210 104 2048 6.84E+08 high
Butera 3373 81 2498 6.82E+08 high
Piana degli Albanesi 1529 104 4083 6.49E+08 high
Lipari 4226 62 2438 6.39E+08 high
Agrigento 845 439 1677 6.22E+08 high
Bivona 1550 138 2785 5.96E+08 high
Santo Stefano Quisquina 2865 89 2276 5.80E+08 high
Vizzini 4478 75 1678 5.63E+08 high
Monterosso Almo 3098 104 1736 5.59E+08 high
Chiaramonte Gulfi 2049 135 1935 5.35E+08 high
Mistretta 7207 40 1807 5.21E+08 high
Sambuca di Sicilia 1643 113 2375 4.41E+08 high
Sortino 3663 56 2117 4.34E+08 high
Salemi 1027 98 4163 4.19E+08 high
Misilmeri 948 125 3494 4.14E+08 high
Francavilla di Sicilia 5815 62 1145 4.13E+08 high
Avola 1138 128 2809 4.09E+08 high
Corleone 3485 31 3687 3.98E+08 high
Sclafani Bagni 2300 42 3979 3.84E+08 high
Contessa Entellina 2191 51 3395 3.79E+08 high
Niscemi 1212 143 1877 3.25E+08 high
Polizzi Generosa 2418 73 1824 3.22E+08 high
Castronovo di Sicilia 3149 54 1816 3.09E+08 high
Calatafimi-Segesta 1037 112 2628 3.05E+08 high
Borgetto 1101 98 2797 3.02E+08 high
Licodia Eubea 2363 84 1491 2.96E+08 high
Cattolica Eraclea 1099 199 1346 2.94E+08 high
Burgio 1874 101 1551 2.94E+08 high
Regalbuto 3947 33 2183 2.84E+08 high
Ragalna 1807 136 1069 2.63E+08 high
Troina 2972 39 2254 2.61E+08 high
Linguaglossa 3103 83 995 2.56E+08 high
Mongiuffi Melia 1533 79 2102 2.55E+08 high
Petralia Sottana 5173 34 1379 2.43E+08 high
Santa Cristina Gela 400 135 4454 2.41E+08 high
Sant'Angelo Muxaro 1663 88 1543 2.26E+08 high
Carlentini 1717 59 2195 2.22E+08 high
Menfi 915 118 1899 2.05E+08 high
Montalbano Elicona 4198 39 1208 1.98E+08 high
Chiusa Sclafani 1707 75 1463 1.87E+08 high
Barcellona Pozzo di Gotto 1351 90 1465 1.78E+08 high
Tortorici 2741 120 532 1.75E+08 high
Roccella Valdemone 1350 58 2228 1.74E+08 high
Gangi 3403 21 2376 1.70E+08 high
Termini Imerese 848 123 1477 1.54E+08 high
Caltavuturo 1554 50 1905 1.48E+08 high
Ribera 1099 117 1147 1.48E+08 high
Naso 1039 69 1881 1.35E+08 high
Alessandria della Rocca 210 184 3354 1.30E+08 high
Licata 1038 82 1477 1.26E+08 high
Cianciana 1212 71 1438 1.24E+08 high
Pantelleria 2564 51 940 1.23E+08 high
Cammarata 2964 74 553 1.21E+08 high
Adrano 3101 79 494 1.21E+08 high
Gratteri 1410 23 3562 1.16E+08 high
Torretta 1758 63 1042 1.15E+08 high
Pollina 2343 76 623 1.11E+08 high
Biancavilla 1554 100 647 1.00E+08 high
Buscemi 1629 64 947 9.88E+07 high
Catania 259 106 3559 9.77E+07 high
Casalvecchio Siculo 2100 69 615 8.92E+07 high
Patti 604 39 3785 8.92E+07 high
Montemaggiore Belsito 1006 53 1579 8.42E+07 high
Scillato 1721 21 2095 7.57E+07 high
Belmonte Mezzagno 251 126 2344 7.41E+07 high
San Marco d'Alunzio 1320 63 824 6.85E+07 high
Gagliano Castelferrato 1653 47 881 6.84E+07 high
Belpasso 1321 108 460 6.56E+07 high
Vicari 727 32 2750 6.40E+07 high
Sperlinga 1919 19 1576 5.75E+07 high
Montevago 442 79 1624 5.67E+07 high
Galati Mamertino 2410 51 434 5.33E+07 medium
Erice 1010 28 1863 5.27E+07 medium
Santa Ninfa 490 85 1228 5.11E+07 medium
Calascibetta 1598 28 1120 5.01E+07 medium
Motta Camastra 1913 36 724 4.99E+07 medium
Sommatino 460 83 1295 4.94E+07 medium
Buseto Palizzolo 625 30 2636 4.94E+07 medium
Gioiosa Marea 717 59 1161 4.91E+07 medium
Sciacca 390 91 1370 4.86E+07 medium
Siracusa 634 85 880 4.74E+07 medium
Capizzi 3523 23 578 4.68E+07 medium
Tusa 1110 21 1998 4.66E+07 medium
Antillo 3186 36 405 4.64E+07 medium
Sutera 1429 34 937 4.55E+07 medium
San Cataldo 2483 47 390 4.55E+07 medium
Nicolosi 1313 54 626 4.44E+07 medium
Giardinello 947 52 864 4.26E+07 medium
Poggioreale 500 45 1880 4.23E+07 medium
Isnello 2841 29 513 4.23E+07 medium
Caronia 17346 16 145 4.01E+07 medium
Bisacquino 951 49 858 4.00E+07 medium
Naro 750 87 604 3.94E+07 medium
Tripi 3129 39 320 3.90E+07 medium
Buccheri 3035 34 371 3.83E+07 medium
Campofranco 621 55 1102 3.77E+07 medium
Prizzi 617 34 1740 3.65E+07 medium
Racalmuto 302 134 882 3.57E+07 medium
Castelbuono 1517 28 832 3.54E+07 medium
Castelvetrano 310 87 1303 3.51E+07 medium
Altavilla Milicia 651 29 1844 3.48E+07 medium
Palazzolo Acreide 1920 36 488 3.37E+07 medium
Maletto 2465 44 307 3.33E+07 medium
Montallegro 677 77 616 3.21E+07 medium
Cerda 757 16 2518 3.05E+07 medium
San Piero Patti 1692 30 596 3.02E+07 medium
Zafferana Etnea 2516 60 184 2.77E+07 medium
Rodì Milici 1892 44 332 2.76E+07 medium
Gibellina 383 77 901 2.66E+07 medium
Petralia Soprana 635 24 1729 2.64E+07 medium
Pietraperzia 1100 50 478 2.63E+07 medium
Longi 3220 15 538 2.60E+07 medium
Mussomeli 1593 22 738 2.59E+07 medium
Godrano 2529 22 441 2.45E+07 medium
Castroreale 3525 30 229 2.42E+07 medium
San Biagio Platani 501 61 791 2.42E+07 medium
Vittoria 750 74 428 2.37E+07 medium
Acate 894 46 572 2.35E+07 medium
Cassaro 597 36 1066 2.29E+07 medium
Santa Lucia del Mela 6012 21 181 2.29E+07 medium
Assoro 1054 39 554 2.28E+07 medium
Giarratana 899 47 511 2.16E+07 medium
Castel di Lucio 1387 9 1705 2.13E+07 medium
Centuripe 1816 16 732 2.13E+07 medium
Mineo 1967 23 447 2.02E+07 medium
Casteldaccia 500 26 1521 1.98E+07 medium
Cerami 2145 23 400 1.97E+07 medium
Rometta 1579 28 444 1.96E+07 medium
Agira 1188 31 525 1.93E+07 medium
Sciara 641 43 693 1.91E+07 medium
Pettineo 1258 14 1082 1.91E+07 medium
Castellana Sicula 762 25 976 1.86E+07 medium
Trapani 934 17 1170 1.86E+07 medium
Militello Rosmarino 1680 28 393 1.85E+07 medium
Grotte 300 103 592 1.83E+07 medium
Augusta 805 19 1172 1.79E+07 medium
Alcara li Fusi 4601 23 169 1.78E+07 medium
Villafranca Tirrena 687 36 660 1.63E+07 medium
Francofonte 1547 31 332 1.59E+07 medium
Montelepre 399 80 488 1.56E+07 medium
Ventimiglia di Sicilia 627 26 952 1.55E+07 medium
Marineo 353 63 695 1.55E+07 medium
Alcamo 615 25 995 1.53E+07 medium
Ciminna 385 62 614 1.47E+07 medium
Santa Domenica Vittoria 524 19 1402 1.40E+07 medium
Fondachelli-Fantina 2677 14 344 1.29E+07 medium
Fiumedinisi 2871 22 191 1.21E+07 medium
Modica 2533 19 242 1.16E+07 medium
Mezzojuso 786 27 539 1.14E+07 medium
Priolo Gargallo 1096 20 444 9.73E+06 medium
Montagnareale 795 24 455 8.68E+06 medium
Santo Stefano di Camastra 544 17 920 8.50E+06 medium
Partinico 619 38 358 8.41E+06 medium
Comiso 300 51 517 7.91E+06 medium
Mascali 494 56 285 7.88E+06 medium
Cinisi 661 28 418 7.74E+06 medium
Sant'Angelo di Brolo 601 39 309 7.24E+06 medium
Piraino 397 36 492 7.03E+06 medium
Calatabiano 289 57 423 6.97E+06 medium
Novara di Sicilia 3160 12 170 6.44E+06 medium
Nissoria 1318 15 324 6.41E+06 medium
Castelmola 122 73 715 6.37E+06 medium
San Pier Niceto 2667 9 263 6.30E+06 medium
Aragona 238 26 989 6.12E+06 medium
San Michele di Ganzaria 715 32 254 5.80E+06 medium
Aliminusa 381 16 898 5.47E+06 medium
Alì 879 34 177 5.29E+06 medium
Bompietro 462 16 694 5.13E+06 medium
Saponara 1980 19 134 5.03E+06 medium
Maniace 1129 29 141 4.63E+06 medium
Bolognetta 313 28 525 4.60E+06 medium
Militello in Val di Catania 1513 20 144 4.37E+06 medium
San Giuseppe Jato 341 29 434 4.29E+06 medium
Resuttano 761 14 392 4.17E+06 medium
Alia 91 42 1026 3.92E+06 medium
Comitini 196 55 362 3.90E+06 medium
Palma di Montechiaro 1215 20 157 3.81E+06 medium
Piedimonte Etneo 516 41 179 3.79E+06 medium
Graniti 403 26 359 3.76E+06 medium
Lercara Friddi 263 13 1099 3.76E+06 medium
Mandanici 421 20 440 3.71E+06 medium
Gualtieri Sicaminò 868 16 266 3.69E+06 medium
Ravanusa 151 47 477 3.38E+06 medium
Roccapalumba 133 27 935 3.36E+06 medium
Alimena 246 19 696 3.25E+06 medium
Leonforte 399 14 569 3.18E+06 medium
Blufi 394 15 534 3.15E+06 medium
San Giovanni Gemini 165 38 501 3.14E+06 medium
Motta d'Affermo 730 10 379 2.77E+06 medium
Terrasini 527 16 318 2.68E+06 medium
Calamonaci 33 78 1020 2.63E+06 medium
Rosolini 876 10 287 2.51E+06 medium
Savoca 219 30 383 2.51E+06 medium
Frazzanò 247 24 414 2.45E+06 medium
Bagheria 319 29 264 2.44E+06 medium
Moio Alcantara 285 15 565 2.42E+06 medium
Gaggi 235 20 484 2.28E+06 medium
Salaparuta 117 34 559 2.22E+06 medium
Grammichele 388 23 248 2.22E+06 medium
Pagliara 631 25 136 2.15E+06 medium
Pedara 705 17 166 1.99E+06 medium
Librizzi 629 25 125 1.96E+06 medium
Furci Siculo 751 15 174 1.96E+06 medium
Villarosa 1322 8 183 1.94E+06 medium
Raccuja 233 14 546 1.78E+06 medium
Milo 1059 16 96 1.62E+06 medium
Scicli 862 12 146 1.51E+06 medium
Sant'Agata di Militello 309 10 462 1.43E+06 medium
Roccalumera 321 30 146 1.41E+06 medium
Campofiorito 264 9 583 1.39E+06 medium
Trabia 388 19 178 1.31E+06 medium
Forza d'Agrò 353 25 147 1.30E+06 medium
Marsala 278 15 309 1.29E+06 medium
Basicò 459 13 206 1.23E+06 medium
Baucina 325 22 163 1.16E+06 medium
Ispica 793 9 157 1.12E+06 medium
Santa Maria di Licodia 147 59 126 1.10E+06 medium
Trecastagni 579 30 62 1.07E+06 medium
Lascari 124 16 532 1.06E+06 medium
Monforte San Giorgio 1361 9 86 1.05E+06 medium
San Teodoro 310 13 257 1.03E+06 medium
San Salvatore di Fitalia 385 16 168 1.03E+06 medium
Campobello di Licata 232 17 237 9.35E+05 medium
Mazara del Vallo 125 20 363 9.08E+05 medium
Capaci 129 32 214 8.82E+05 medium
Reitano 359 12 202 8.71E+05 medium
Villafrati 79 21 485 8.04E+05 low
Sinagra 97 22 372 7.94E+05 low
Taormina 57 31 437 7.72E+05 low
Campofelice di Fitalia 158 10 485 7.66E+05 low
Gallodoro 257 18 156 7.23E+05 low
Lucca Sicula 91 42 188 7.18E+05 low
Gela 1235 13 42 6.80E+05 low
Condrò 183 9 368 6.06E+05 low
Spadafora 154 14 281 6.06E+05 low
Ficarra 184 19 170 5.95E+05 low
Lentini 573 11 92 5.78E+05 low
Roccavaldina 463 5 236 5.46E+05 low
Itala 121 5 858 5.19E+05 low
Riesi 34 31 492 5.19E+05 low
Valledolmo 117 9 476 5.01E+05 low
Giuliana 204 16 152 4.97E+05 low
Favara 26 61 283 4.49E+05 low
Oliveri 242 4 445 4.31E+05 low
Valderice 165 14 160 3.69E+05 low
San Cipirello 132 9 288 3.42E+05 low
Roccamena 62 23 232 3.31E+05 low
Ferla 442 12 60 3.16E+05 low
Santa Teresa di Riva 151 23 91 3.15E+05 low
Capo d'Orlando 69 27 166 3.09E+05 low
Partanna 272 18 63 3.07E+05 low
Nizza di Sicilia 950 7 42 2.81E+05 low
Malvagna 476 7 84 2.80E+05 low
Milena 77 15 239 2.76E+05 low
Floridia 319 8 97 2.48E+05 low
Canicattini Bagni 235 11 94 2.42E+05 low
Ucria 199 14 78 2.16E+05 low
Limina 421 11 45 2.09E+05 low
Castel di Iudica 533 4 79 1.69E+05 low
Camporeale 34 15 322 1.64E+05 low
San Fratello 3348 2 23 1.57E+05 low
Santa Elisabetta 181 28 24 1.23E+05 low
Acquaviva Platani 442 6 43 1.13E+05 low
Brolo 301 10 37 1.12E+05 low
Sant'Alfio 1149 10 9 1.09E+05 low
Vallelunga Pratameno 49 5 439 1.08E+05 low
Villalba 305 5 69 1.05E+05 low
Santa Caterina Villarmosa 1066 6 15 9.50E+04 low
Viagrande 24 37 89 7.88E+04 low
Porto Empedocle 43 43 42 7.79E+04 low
Floresta 1693 4 9 5.95E+04 low
Venetico 139 6 71 5.91E+04 low
Acireale 149 6 60 5.32E+04 low
Letojanni 66 11 69 4.99E+04 low
Mirto 79 14 44 4.92E+04 low
Solarino 81 10 50 4.02E+04 low
Aci Catena 24 11 144 3.80E+04 low
Vita 97 7 54 3.66E+04 low
Mazzarrà Sant'Andrea 222 4 41 3.65E+04 low
Isola delle Femmine 60 6 92 3.31E+04 low
Balestrate 142 5 46 3.28E+04 low
Serradifalco 77 5 84 3.25E+04 low
Roccafiorita 51 9 65 2.97E+04 low
Marianopoli 156 6 30 2.81E+04 low
Paternò 85 10 32 2.74E+04 low
Aci Castello 37 11 52 2.13E+04 low
Capri Leone 128 6 28 2.11E+04 low
Mirabella Imbaccari 79 6 44 2.07E+04 low
Sant'Alessio Siculo 24 12 53 1.52E+04 low
Pachino 32 6 75 1.45E+04 low
Falcone 117 3 40 1.41E+04 low
Santa Flavia 47 8 34 1.26E+04 low
Malfa 576 3 5 7.98E+03 low
Aci Sant'Antonio 61 6 22 7.92E+03 low
Torrenova 10 13 60 7.86E+03 low
Bompensiere 23 4 57 5.23E+03 low
Mascalucia 45 9 12 4.99E+03 low
Valdina 37 3 35 3.89E+03 low
Giarre 2 15 94 2.81E+03 low
Leni 720 1 4 2.64E+03 low
Palagonia 185 3 4 2.46E+03 low
Realmonte 87 3 9 2.32E+03 low
Santa Marina Salina 758 1 2 1.77E+03 low
Ramacca 194 3 3 1.59E+03 low
San Cono 9 11 14 1.41E+03 low
Alì Terme 1 18 73 1.32E+03 low
Favignana 2101 1 1 1.24E+03 low
Portopalo di Capo Passero 38 1 25 9.41E+02 low
Santa Croce Camerina 63 1 13 8.17E+02 low
Campofelice di Roccella 2 6 66 7.97E+02 low
Trappeto 25 2 7 3.55E+02 low
Raddusa 68 1 5 3.37E+02 low
Giardini-Naxos 58 1 6 3.24E+02 low
Pace del Mela 30 2 5 3.13E+02 low
Camporotondo Etneo 182 1 1 2.66E+02 low
Lampedusa e Linosa 1056 1 0 6.34E+01 low
Torregrotta 1 4 7 2.82E+01 low
Valguarnera Caropepe 1 3 4 1.15E+01 low
Aci Bonaccorsi 0 0 0 0 very low
Acquedolci 0 1 64 0 very low
Barrafranca 0 10 151 0 very low
Camastra 49 0 0 0 very low
Campobello di Mazara 0 1 18 0 very low
Canicattì 60 0 0 0 very low
Castell'Umberto 0 40 213 0 very low
Castrofilippo 0 0 0 0 very low
Catenanuova 0 1 2 0 very low
Cefalà Diana 0 1 1 0 very low
Delia 0 1 3 0 very low
Ficarazzi 0 0 0 0 very low
Fiumefreddo di Sicilia 0 17 49 0 very low
Furnari 0 6 42 0 very low
Gravina di Catania 0 0 0 0 very low
Joppolo Giancaxio 0 1 32 0 very low
Mazzarrone 576 0 0 0 very low
Merì 0 3 4 0 very low
Milazzo 46 0 0 0 very low
Misterbianco 0 0 0 0 very low
Montedoro 0 0 0 0 very low
Motta Sant'Anastasia 0 2 73 0 very low
Paceco 0 1 0 0 very low
Petrosino 0 0 0 0 very low
Pozzallo 0 0 0 0 very low
Raffadali 0 5 9 0 very low
Riposto 0 3 45 0 very low
San Filippo del Mela 0 1 5 0 very low
San Giovanni la Punta 0 3 4 0 very low
San Gregorio di Catania 0 3 74 0 very low
San Pietro Clarenza 133 0 0 0 very low
Sant'Agata li Battiati 0 0 0 0 very low
Santa Margherita di Belice 0 58 262 0 very low
Santa Venerina 0 17 24 0 very low
Scaletta Zanclea 0 7 204 0 very low
Scordia 2 0 0 0 very low
Terme Vigliatore 0 11 35 0 very low
Tremestieri Etneo 0 7 28 0 very low
Ustica 295 0 0 0 very low
Valverde 0 1 51 0 very low
Villabate 0 4 121 0 very low
Villafranca Sicula 0 34 94 0 very low

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Figure 1. Time series analyses of the 2010-2023 forest fires for the whole Sicilian region. (a) bubble plot of total number of fires and total burned area; (b) monthly distribution of fires; (c) weekly distribution of fires; (d) distribution of fires by day of the week.
Figure 1. Time series analyses of the 2010-2023 forest fires for the whole Sicilian region. (a) bubble plot of total number of fires and total burned area; (b) monthly distribution of fires; (c) weekly distribution of fires; (d) distribution of fires by day of the week.
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Figure 2. For the 390 Sicilian municipalities over time period 2010-2023, empirical distributions of: (a) NF, (b) BA, (c) FA, (d) Risk (defined in Section 2.3).
Figure 2. For the 390 Sicilian municipalities over time period 2010-2023, empirical distributions of: (a) NF, (b) BA, (c) FA, (d) Risk (defined in Section 2.3).
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Figure 3. Map of fire risk levels for the 390 municipalities of the Sicily region.
Figure 3. Map of fire risk levels for the 390 municipalities of the Sicily region.
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Table 1. Observed and expected counts for non-parametric χ ^ 2 (chi-square) test on forest fire frequencies by day of the week (null hypothesis H0 corresponding to even distribution).
Table 1. Observed and expected counts for non-parametric χ ^ 2 (chi-square) test on forest fire frequencies by day of the week (null hypothesis H0 corresponding to even distribution).
Day Observed frequencies Expected frequencies Chi-Square
contribution
Monday 2204 2279.14 2.48
Tuesday 2342 2279.14 1.73
Wednesday 2257 2279.14 0.22
Thursday 2194 2279.14 3.18
Friday 2250 2279.14 0.37
Saturday 2312 2279.14 0.47
Sunday 2395 2279.14 5.89
Table 2. Regression summary results.
Table 2. Regression summary results.
Term Coefficient p-value
Constant 2.76E+00 <0.001
Factor A 2.90E-05 <0.001
Factor B 4.72E-04 <0.001
Factor C 3.48E-04 <0.001
Factor D -2.31E-03 0.139
Factor E 1.00E-02 0.971
Factor F -5.80E-04 0.833
Factor G 5.00E-05 0.984
Factor H -3.43E-04 0.298
Factor J -2.14E-03 0.004
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