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Article

The Integrated Analysis of Territorial Transformations in Inland Areas of Italy: The Link between Natural, Social, and Economic Capitals Using the Ecosystem Service Approach

Department of Biosciences and Territory, University of Molise, 86090 Pesche, Italy
*
Author to whom correspondence should be addressed.
Land 2024, 13(9), 1455; https://doi.org/10.3390/land13091455
Submission received: 26 July 2024 / Revised: 2 September 2024 / Accepted: 3 September 2024 / Published: 7 September 2024

Abstract

:
This paper examines how spatial dynamics have impacted natural capital and the provision of ecosystem services. The units outlined by the National Strategy for Inland Areas (SNAI) have been used as the territorial units for this study. The SNAI is a public policy focused on enhancing the quality of services to citizens (such as transportation, healthcare, and education). It proposes the economic revitalization of inland areas undergoing processes of marginalization. Our focus on inland areas stems from two primary reasons: first, no previous studies in Italy have analyzed the changes in ecosystem services in SNAI areas; and second, SNAI areas are well-suited to providing ecosystem services that are in demand by urban areas. Although this study does not cover all aspects inherent to the topic, it represents a starting point aimed at understanding the links between environmental and socio-economic dynamics and ecosystem service changes. This is essential for both current and future generations. By analyzing the processes of permanence and transformation, modifications in the supply–demand balance have hereby been studied, as well as the economic variations in ecosystem services. The period considered runs from 1990 to 2018. These findings could help governmental institutions in developing sustainable governance models, in line with spatial policies and strategies.

1. Introduction

1.1. Background

The National Strategy for Inland Areas (SNAI) in Italy is a territorial policy supported by European funds (ERDF, ESF, and EAFRD) and national programs. It aims to enhance the quality of services provided to citizens (such as transportation, health, and education) and fostering economic development in inland areas at risk of marginalization. In the document titled the “National Strategy for Inland Areas”, produced by the Ministry for Territorial Cohesion and the South [1], inland areas are defined in terms of their distance from major urban centers and their communication infrastructures. The SNAI was initially introduced in the National Reform Program (NRP) in 2014 and further defined in the 2014–2020 Partnership Agreement. The SNAI classifies Italian municipalities into four clusters: belt areas, intermediate areas, peripheral areas, and outermost areas. Based on these classifications, the strategy identifies inland areas as places that, although distant from services, are rich in environmental and cultural resources as a result of long processes of human influence on the environment. These territories are characterized by a high biodiversity and heterogeneous ecosystems and are able to provide significant ecosystem services (ESs) to the community, such as drinking water supply, food supply, and carbon sequestration.

1.2. Territorial Socio-Economic Transformations and Ecosystem Service Balance

Rural abandonment and rapid urbanization, associated with agricultural intensification and climate change, have been key drivers in transforming terrestrial landscapes. This has had a significant impact on the quality of the environment and the ESs provided for human well-being [2]. It is clear that socio-economic factors have influenced and will continue to influence ES provision [3]. Pressure from human activities has altered the landscape, leading to a decreased supply and increased demand for ESs in urban areas [4]. The demand for ESs is increasing due to various factors such as population growth and urban expansion [5]. This increased demand can lead to ecosystem degradation by impacting the supply of goods and services, harming current and future generations [6]. It is important to analyze the demand for ESs at different scales [7]. For example, the demand for services like food supply and air purification is higher in urban areas than in rural areas due to human and industrial activities [4,8,9]. Conversely, regulatory services such as protection from erosion and hydrogeological disruption are analyzed at a local scale [10]. In recent decades, the gap between supply and social demand for ESs has increased [11]. Anthropogenic factors have caused an increase in demand, resulting in changes in land use and land cover, impacting natural capital and ES provision [12]. In recent decades, inland areas of Italy have experienced a significant migration of people to urban areas. This movement is attributed to several factors, including agricultural mechanization, which has reduced the need for agricultural labor, economic crises in local communities, the declining quality of public services, and environmental hazards [13]. The depopulation of rural and mountainous areas has led to changes in land use, altering the landscape. The abandonment of cultivation practices is one of the main causes of land use changes in Europe, particularly affecting mountainous areas [14]. The increase in forested areas has occurred at the expense of land intended for agriculture and grazing, resulting in a change in the landscape structure and changes in the ES supply [15]. These changes have led to a reduction in the supply of provisioning ESs and an increase in regulation ESs. Furthermore, land use and land cover changes have influenced both social and economic dynamics [16]. According to McPhearson [17], the complex interplay of socio-ecological systems (SESs) makes it challenging to identify long-term drivers. Changes in land use lead to variations in ESs on spatial and temporal scales [18,19,20,21,22,23,24] and also affect relationships among ESs [25]. The impacts of changes in land use and cover have highlighted the importance of identifying tools to monitor natural capital and ESs. Mendoza and colleagues [26] highlight the importance of quantifying these changes to understand their impacts on natural capital and human activities. One essential analysis tool used is the mapping of ESs, which helps identify the areas which need intervention for ecosystem maintenance and restoration. Mapping is crucial for assessing and visualizing ESs [27]. It allows us to identify where ES are available and where ES demand and supply are high [28]. The “European Commission’s Mapping and Assessment of Ecosystems and their Services” initiative aims to improve the understanding of ecosystems and their services to support the implementation of Objective 2 of the Biodiversity Strategy by 2020. Various methods are currently used to map ESs, including models, proxy indicators, remote sensing data, and expert-based matrices. To effectively manage ESs, it is crucial to assess them from both a biophysical and economic perspective [29,30]. Biophysical evaluation helps one understand the qualitative and quantitative variations in the natural capital, while economic assessment allows one to assign an economic value to the benefits provided by ESs. The benefit transfer method is often used to estimate the benefits of ESs by transferring information (especially values) from studies conducted in another location and/or context [31]. In recent times, databases such as the Ecosystem Service Valuation Database (ESDV) [32] have been developed and made available online. These databases are useful for organizing economic information on ESs at different levels of detail, such as biomes.

1.3. The Research Objective

This paper aims to understand how demographic and economic dynamics have influenced changes in land use and land cover, thus affecting ES provision in SNAI areas. To achieve this, we analyzed the changes in soil and land cover in SNAI areas from 1990 to 2018, building upon a previous study by Marino et al. (2023) [31]. Using the ecosystem service matrix developed by Burkhard (2014) [28], we qualitatively evaluated the supply, demand, and balance of ESs. Inland areas are the focus of this study, as they are environmentally and socio-economically fragile and vulnerable territories. These areas require policies and interventions to support investment in innovation, protect the environment, and promote the unique features of the territory. This paper provides an initial assessment of the qualitative changes in the potential balance of ESs in these areas.

2. Materials and Methods

The research follows a methodological framework composed of 4 stages (Figure 1). Starting from a previous work [31], we represented the processes of transformations and permanence at the level of SNAI areas (step 1) and subsequently calculated the variation in the qualitative balance between the demand and supply of ESs due to these processes (step 2). To understand the impacts of these processes, economic changes in ES (step 3) and some social and economic transformations (step 4) were analyzed.

2.1. Study Area

The National Strategy for Inland Areas (SNAI) identifies 59 per cent (18 million ha) of Italy’s territory as inland areas and defines the rest of the territory as central areas. Underlying this territorial subdivision is a criterion of distance from essential services (hospitals, railway stations, educational systems, etc.) measured in minutes of travel time by car.
Each Italian municipality (Figure 2) has been labeled by the SNAI as a hub (A), intermediate hub (B), or belt (C) municipality in the case of central areas or as intermediate (D), peripheral (E), or ultraperipheral (F) in the case of inland areas. In terms of the extent of these classes, intermediate municipalities (belonging to inland areas) are the most extensive (87 thousand km2), followed by belt municipalities (84 thousand km2).
Regarding land use, Table 1 shows the relative percentage composition of each SNAI area in 2018 [CLC 2018 data]. Hub areas (A) are the areas with the highest relative concentration of urban areas (15%), while intermediate hubs (B) are those with the highest concentration of agricultural areas (66%), and ultraperipheral areas (F) are those whose area is predominantly occupied by forests (68%). Note that, in general, the core areas (A, B, C) are those whose relative composition is predominantly agricultural; in contrast, the interior areas E and F have a relative composition of predominantly forested areas. Again, in relative terms, the highest percentages of urbanization are found in the central areas (A, B, and C).

2.2. Analysis of the LULC Changes in SNAI Areas from 1990 to 2018 through Permanence and Transition Categories (Step 1)

The land use and cover change that occurred in Italian SNAI areas between 1990 and 2018 were analyzed in a GIS environment using the two respective shapefiles derived from the Corine Land Cover (CLC) project [33]. The shapefiles were then associated with each administrative unit, which, in turn, were associated, by ISTAT [34], with one of six SNAI categories. Next, the intersection function between the two land use shapefiles of 1990 and 2018 was used to obtain a third shapefile containing the polygons of the LULC changes that occurred during the period considered. Then, through the joint function, the types of LULC changes that occurred were named through the categories of transition and permanence already used in a previous work [31] (see Figure A1 in Appendix A). Finally, the shapefile attribute table was exported to an Excel file, and the surfaces for each transition and permanence type and SNAI area were summed. This elaboration provided information on the amount of area (absolute and relative) affected by each type of transition and permanence within each SNAI category.

2.3. Evaluation of ES Balance Variation by LULC Changes in Italian SNAI Areas (Step 2)

One of the most widely used approaches in the field of ES mapping is the one devised by Burkhard et al. [28,35,36], commonly known as the ‘matrix approach’ [37]. Specifically, this approach involves the association of qualitative values (where 0 identifies the minimum and 5 the maximum) of supply, demand, and balance (i.e., supply minus demand) of ESs to each CLC class at the third level of detail.
In our work, we obtained ES balance values for each CLC class using the ES potential supply and demand matrix contained in the work of Burkhard et al., from 2014 [28]. Specifically, for each CLC class, we subtracted the demand values from the potential supply values of ESs. The ES balance values obtained identified, for each CLC class, the net capacity to provide (when balance values > 0) or demand (when balance values < 0) ESs. The ES balance values obtained thus far were associated with third-level Corine land cover classes. We grouped the third-level classes and their associated ES balance values into macro classes (mostly aggregated according to the second Corine level) to allow for comparison (see also Section 2.3 below) with the results of our previous work, which was based on their aggregation into macro classes [31]. In particular, a weighted average for the area of the classes (III CLC level) contained in the macro class (II CLC level) was used to relate the ES balance values from the classes to the macro classes (Table 2).
Using the qualitative coefficients calculated above, we then calculated the ES balance change that occurred from 1990 to 2018 in Italian SNAI areas. For this purpose, we calculated the ES unit balance variation values produced by each variation dynamic between the LULC macro classes (e.g., 210 to 100; see previous paragraph) and multiplied these by the surface area affected by the specific LULC variation dynamic. Finally, for each ES, we normalized the ES balance variation value (see equation below).
ΔBDGESy = Ʃ (BDGESyMx2018BDGESyMz1990) × (Adinzx × 100/Atot)
where
ΔBDGESy = change in ESy balance between 1990 and 2018;
BDGESyMx2018 = value of the balance of ESy by macro class Mx at 2018;
BDGESyMz1990 = value of the balance of ESy by macro class Mz at 1990;
Adinzx = area affected by land use change dynamics (i.e., an area that was a macro class z in 1990 and changed to a macro class x in 2018);
Atot = total area of the study area.
The results obtained were aggregated in terms of both LULC transition categories and SNAI areas.

2.4. Economic Evaluation of the ES Supply in SNAI Areas (Step 3)

To achieve the economic evaluation of ES supply variations in SNAI areas, we used the benefit transfer approach [38,39,40] and, in particular, the unitary economic coefficients (€/ha) collected in our previous work. We then associated, in a GIS environment, the unitary economic coefficients to the LULC macro class and aggregated them for each SNAI zone in 1990 and 2018. We obtained the economic value of the ES supply for each SNAI area for the years 1990 and 2018 and the relative difference.

2.5. Analysis of Territorial Socio-Economic Transformations (Step 4)

We examined the changes in territories based on socio-economic indicators. Specifically, we calculated (i) the population variation in municipalities from 1990 to 2018 [41] as a social indicator and (ii) employees and companies number variation from 2012 to 2018 [41]. Both changes were represented at SNAI level. While we understand that more indicators are needed for a comprehensive analysis of territorial changes, we chose these indicators because representative basic data were available at the municipal level. For this reason, the economic data had a different reference period.

3. Results

3.1. Main LULC Changes in SNAI Areas

The analysis of the land use changes in SNAI areas from 1990 to 2018 (Table 3) reveals trends that are common to all SNAI areas, as well as ones which are specific to each area type. In particular, by relating the extent of individual land use transitions to the total area of each SNAI zone, several key dynamics emerged (Table 3, Table A1). In all SNAI areas, permanence, representing approximately 90 percent by weight, is predominant over transitions. In central areas, permanence is primarily related to the continuation of agricultural land, particularly arable land. In inland areas, the primary permanence relates to the continuation of forested land. Conversely, agricultural intensification processes represent the most significant transition in all SNAI areas, with a range of 4.3% in hub areas to 5.3% in inter-municipal hubs. The process of renaturation is particularly prominent in the outermost areas, and, in general, it is greater in inland areas than in central areas. Urbanization has opposite dynamics: it has greater weight in central areas (with a maximum of 2.8 percent in hub areas) than in interior areas (with a minimum of 0.4 percent in peripheral and outermost areas).

3.2. Qualitative ES Balance Potential Variation

First, ES balance variation was analyzed for each type of land use change dynamic, regardless of the surface area covered by each dynamic (Table A2). As can be observed in Table A2, urbanization is the process of land use change that can produce the most significant decreases in the balance of ESs: this is due to a substantial increase in demand and, conversely, a notable decline in the supply of all ESs. In this regard, the soil sealing of forested lands represents the most detrimental dynamic. When forests undergo such a conversion, the air purification ES is most adversely affected (−10 points). In general, the loss of forests due to urbanization and agricultural intensification processes is among the most deleterious changes.
Then, to evaluate the ES balance variation considering the specific area affected by each dynamic of land use change, the qualitative values commented on in the previous paragraph were weighted (see Section 2). The radar chart below (Figure 3) presents the overall weighted ES balance qualitative value variation determined by each LULC dynamic from (i) arable land, (ii), permanent crops, (iii) pasture, (iv) heterogeneous agricultural areas, (v) forests, (vi) shrub and herbaceous vegetation, and (vii) open spaces with little or no vegetation.
Negative radar peaks (Figure 3) identify the LULC dynamics of change that produce the greatest detrimental impacts on ES balance variation. Specifically, the urbanization of arable land (210100) produces −21 points, while the homogenization of heterogeneous agricultural zones (240100) produces −18 points. The internal trends that define forest classes and, namely, the replacement of woodland with shrubland (310320) also produce a high overall decrease in ESs (−17 points).
These negative changes in the ES balance between 1990 and 2018 are weakly offset by the positive changes in forest extension. In particular, land use changes from shrubland (320) and heterogeneous agricultural areas (240) to forests (310) generated, respectively, +28 and +8 points.
By delving deeper into the details of the effects of LULC changes on balance variation for each ES (Table A3), it is possible to comment that the greatest negative and positive variations were found, on one hand, in (i) the erosion regulation ES as a consequence of the agricultural intensification processes of heterogeneous agricultural areas being transformed into arable zones (−5.0) and, on the other hand, in (ii) the air quality regulation ES, as a response to forest extension at the expense of shrublands (+5.4).
The effective changes in the ES balance generated by the territorial LULC dynamics (Table A3) were then grouped by LULC transition categories and SNAI area types (see Table 4 below).
The results reveal that the belt municipalities (C) experienced the most pronounced negative variations in the total ES balance (−2.7) among all SNAI areas. These changes were attributable to a drastic decline especially in the provision of crops (−2.9), wild food and resources (−2.7), and forage (−2.9).
In belt areas, the primary driver of this change was the urbanization of arable land (from 211 to 100) and heterogeneous agricultural areas (240 to 100), which, respectively, resulted in a loss of ES balance of −11.0 and −7.7 points. Urbanization, in fact, generated an increase in ES demand and a drastic decline in ES supply. Further negative variations, smaller in magnitude than the preceding ones (between −3 and −2.5), could be observed in relation to (i) internal transformation within forest classes (from forests 310 to shrublands 320) and (ii) processes of agricultural intensification, specifically from forests (310) to permanent crops (220) and heterogeneous agricultural areas (240). Conversely, in terms of positive ES balance variations, we observed a +3.8 in changes within the forestry classes, i.e., from 320 to 310.
The results of this analysis allow for the identification of two distinct patterns, which exert a differential influence on central and internal SNAI areas. In particular, in central areas, the process that most negatively affects ES balance is the urbanization of agricultural areas (especially arable land). In contrast, in internal areas, the worst process in terms of variation in the ES balance has been identified to include LULC transitions within forest classes, and, in particular the transitions from forests to shrublands (310320). Furthermore, the order of magnitude of negative fluctuations in central areas is significantly higher than in interior ones. Concerning positive ES balance variations, the most influential LULC change dynamic in both interior and central SNAI areas is the conversion of shrublands into woodlands (320310). This dynamic is responsible for an increase in the overall ES supply.
The land use changes that took place between 1990 and 2018 resulted in a total average variation in the ES balance that was markedly negative (see Table 5 below), with a final value of −3.41, out of a possible range ranging from −5 to +5. Going into more detail, the land use changes that occurred between 1990 and 2018 resulted, on average, in a fairly marked decrease in the overall balance of ESs in belt (−2.17) and hub (−0.93) areas. Less marked but still negative were the changes that occurred in the intermediate (−0.31) and inter-municipal hubs (−0.14). Slight increases, on the other hand, were recorded for the more inland areas such as the peripheral (+0.01) and ultraperipheral (+0.13) areas. These changes in the ES balance were driven by land use and land cover transitions that occurred in each SNAI area. Almost 90% of the urbanization that occurred at the Italian national level occurred, in fact, in the belt (46%), hub (21%), and intermediate (19%) areas, causing, especially in the case of the belt and hub areas, the greatest relative decrease in SEs (−2.22 and −1.05, respectively). Also, agricultural intensification led to decreases in the ES balance, especially in intermediate (−1.02), belt (−1.00), and peripheral (−0.94) areas. Regarding the positive changes in the ES balance, reforestation was the process that, on average, led to the most marked increase in service (+2.08), followed by the processes of complex system evolution (+0.59) and agricultural extensification (+0.11). As it is possible to note, permanencies and the other categories also led to positive increases. In particular, the permanence category also included internal forest transitions (320310) that led to ES balance growth. In general, reforestation processes resulted in point increases in all SNAI areas. However, in the case of peripheral and ultraperipheral areas, these processes were not counterbalanced by the processes of urbanization and agricultural intensification, leading to a final negative balance variation.

3.3. Economic Evaluation of the ES Supply

The results of the economic analysis of the supply of ESs are presented in Table 6 below. The results obtained are the total and average (per hectare) economic value of the ES supply in each SNAI zone for the years 1990 and 2018, as well as the differences in the supply between the two periods. In terms of the average change per hectare, all central areas experienced a significant decline, including the intermediate (D) zone. This was particularly evident in hubs and belts. Conversely, peripheral (E) and ultraperipheral (F) areas experienced a slight increase. With regard to the total economic value, the belt (C) appeared to be the zone most affected by land use changes. The total variation amounted to −692 million EUR (74% of the total variation at the national level). As was also the case for the SNAI central areas, specifically hubs, decreases were the results of the loss of agricultural areas (in particular arable land). Notably, these results in terms of economic changes in the ES supply were in line with the findings of our qualitative balance evaluation (Table 4). Also concerning the qualitative balance, SNAI areas A, B, C, and D exhibited a reduction over time, while areas E and F demonstrated slight increases.

3.4. Analysis of Socio-Economic Transformations and Comparison with the Variation in the ES

Table 7 below provides a summary of the indicators of social and economic dynamics in relation to the economic and qualitative variation in ESs. The areas exhibiting the most pronounced decline in population between 1990 and 2018 are the peripheral (−5.7%) and ultraperipheral ones (F) (−9.4%). This trend confirms the long-term depopulation dynamics in the most marginal and isolated municipalities. This phenomenon contributed to the activation of the National Strategy for Internal Areas during the same period, when municipalities in the belt category experienced an increase of 16.4%. In terms of economic dynamics, indicators related to the number of employees and companies for the period 2012–2018 describe a negative trend in the number of companies, particularly in the intermediate (−3.9%), peripheral (−3.7%), and ultraperipheral (−3.2%) municipalities.
These data indicate weaker job creation in peripheral municipalities, consistent with the decrease in the number of employees in the intermediate and peripheral municipalities. Comparing the economic and social data with the estimate of ESs shows a negative economic value variation in the more central municipalities, but a positive variation in the peripheral and ultraperipheral municipalities. Importantly, data on the economic variation in ESs confirm that inland areas play a central role in the delivery of benefits. The economic value per hectare and inhabitant are higher in the peripheral and outermost areas, where depopulation and economic decline have been more marked. In the central areas, in fact, there is a greater demand for goods and services than in the inland areas, as shown by the qualitative values of the balance.

4. Discussion

Today, there is considerable interest in inland areas in institutional and scientific circles due to awareness of their great potential and the possible new settlement scenarios that could emerge in these areas [42]. The SNAI strategy aims to enhance the economic value of territories and improve the provision of essential public services [43].
The innovative contribution of our work was to provide a study of the dynamics of land use change and ESs provision in the territories within SNAI areas.
In Italy, scientific research on SNAI areas has been carried out by several authors [42,44,45], with only a few of them focusing on ESs [46]. Our investigation further examines the impact of socio-economic transformations on land use changes and ES provision. Some authors have demonstrated how spatial transformation processes linked to socio-economic factors, have impacted land use change and the provision of ESS (see, for example, [12,47]). The spatial heterogeneity of ES and their functional relationships are indeed influenced by natural and socio-economic factors [48,49].
In this paper, we highlight the significant impact of spatial dynamics on land use and the provision of ESS. Depopulation and economic decline in mountainous and inland areas have led to land abandonment in marginal areas, resulting in natural reforestation. Conversely, agricultural intensification has increased in easily accessible areas such as hubs and intermediate hubs. Another crucial spatial dynamic is urbanization, which has significantly impacted the belt areas over the period under investigation (1990–2018). The aforementioned spatial dynamics have significantly impacted the balance between supply and demand. There is an increased demand for goods and services, especially in urbanization and intensification processes, while reforestation has resulted in a surplus of supply. However, reforestation has also resulted in an increase in regulation ESs (e.g., CO2 absorption) at the expense of provisioning ESs.
To fully understand the various paths of territorial development, it is essential to analyze the characteristics and dynamics of the socio-economic structure of the areas in question. This analysis provides insights into the interaction of natural, social, and economic capital within socio-ecological systems (SESs) [50]. When natural capital contributes to ESs, its interaction with social and economic capital affects the overall economic well-being of the community [18]. The interactions between natural, social, and economic capital are influenced by various complex mechanisms and depend on several factors. Natural capital comprises ecosystems that form without human intervention and provide the resources that support economic activities [18,51]. Economic capital consists of human-produced capital, including consumer goods, intermediate goods used for production, and financial capital. Social capital, including human capital, encompasses social networks, norms, culture, and institutions that facilitate cooperation [52,53]. The combination of these capitals generates various human welfare benefits. Analyzing these interactions can offer insights into achieving environmental, economic, and social sustainability goals. The use of indicators to monitor the achievement of sustainability goals is a valuable tool for such analyses. In the present study, we selected some indicators that are most representative of the phenomenon under investigation. We chose three indicators to analyze the potential relationships between the three forms of capital: the economic value of ESs (natural capital), the resident population (social capital), and the number of employees (economic capital).
The indicators were selected on the basis of the availability of data for the specified reference period. Although they could be improved, they provide a framework for interpreting the phenomena that have occurred in the country’s inland areas in recent decades.
The results demonstrate that the territorial changes in the SNAI areas resulted in a positive increase in the economic capital in the hub areas (+1.00), while, at the same time, there was a decrease in the natural capital (−0.46) in the same areas. Additionally, social capital experienced significant growth, particularly in the belt areas (+1.00), which appeared to be the final destination for the population moving from the hubs and inner areas (Figure 4).
It is worth noting that the social and economic factors affecting these areas have not caused a significant increase in the supply of ESs. Natural capital shows weakly positive values in peripheral and ultraperipheral areas. The provision of ESs depends, in fact, on the interaction of various forms of capital and the proper maintenance of the territory. This, in turn, affects the provision of essential goods and services for society, such as food and fodder supply [18,50].
The combination of different capital forms is indispensable in the integration of social, economic, and ecosystem perspectives and the fusion of these concepts to better understand and manage ESs [54]. It is therefore crucial to consider strategies that balance economic development with the conservation of natural capital, for example, by identifying and preserving, at least, critical natural capital [55,56] in the most urbanized areas.
Further developments in our research will have to focus on overcoming the current limitations, refining the approach presented here, and applying it to other contexts. Future investigations could involve analyzing the relationships among different ESs through the concept of “bundles”. Bundles are defined by Raudsepp-Hearne et al. (2010) [57] as a “set of associated ES that repeatedly appear together in time or space”. In effect, bundle analysis allows for the evaluation of potential synergies and trade-offs, thereby supporting appropriate landscape planning and management [19]. Additionally, it would be undoubtedly beneficial to incorporate a quantitative assessment of the demand for ESs. This would enable a quantitative assessment of the relationship between supply and demand and, thus, also of the balance of the ESs over time. The advantages of economic evaluation are manifold and include the possibility of comparing variables and indicators commonly used in cost–benefit analyses that underlie, for example, the ex ante evaluation of public policies, possible public–private agreements, and the activation of potential payment for ecosystem service (PES) schemes. Another line of future research can be identified in the application of the ES balance approach in other specific territorial areas such as protected areas or metropolitan cities. This would facilitate the analysis of the effects of different forms of spatial planning on the dynamics of ES production and consumption over time.

5. Conclusions

Our research stands out from others conducted in Italy [58,59,60] within SNAI areas due to our focus on analyzing the changes in ESs in connection to social and economic factors from 1990 to 2018. This was achieved by combining transition and permanence matrices with a qualitative ES matrix and using coefficients to estimate economic changes. Although our approach is experimental, it has allowed us to demonstrate how spatial changes have impacted natural capital and the provision of ESs and identify which SNAI areas have been most affected by these changes. The LULC analysis revealed that agricultural intensification represents the most significant transition across all SNAI areas, while urbanization has a greater impact on central areas compared to inland areas. Urbanization processes have caused a considerable increase in demand and a decrease in the supply of ESs, bringing the ES balance into deficit. These spatial dynamics have influenced both the qualitative change in demand and supply and the economic value of ESs. On average, during the period studied, all central areas experienced significant decreases in terms of ES economic value per hectare. These results suggest the need for government agencies to develop sustainability governance models to support the implementation of territorial policies and strategies. Furthermore, the research results provide a tool for mapping the data, which allows for the identification of areas requiring prompt intervention for the purposes of improved planning and management. Additionally, the economic estimation of ESs highlights their areas of surplus and deficit and identifies the sustainable limits of natural resource consumption. This approach can also support the implementation of SEEA Ecosystem Accounting (SEEA EA) [61], which is designed to account for global and local governance. The findings of this study are pertinent to the implementation of Act No. 22, from 28 December 2015, which focuses on environmental measures designed to promote a green economy and reduce the overuse of natural resources. This law introduced specific obligations for municipalities to contribute to the conservation and protection of natural capital. It also requires municipalities to develop a preliminary strategy for accounting for natural capital and ESs, as well as implementing measures for their valorization, which may include payments for ESs. One of the key objectives of SNAI is to enhance productive land use and address demographic decline to strengthen the overall cohesion of the national territory. In this context, the ESs provided by these territories should be at the core of development policies that take into account their value in community well-being, as also indicated by the recent Kunming–Montreal Global Biodiversity Framework (COP 15).

Author Contributions

Conceptualization, D.M. and M.P.; methodology, D.M., M.P., A.M. and A.B.; software, A.B. and S.P.; formal analysis, A.B. and S.P.; investigation, A.B., A.M. and M.P.; data curation, A.B. and A.M.; writing—original draft preparation, A.B., M.P. and A.M.; writing—review and editing, M.P., A.M., A.B. and S.P.; visualization, A.B. and S.P.; and supervision, D.M., A.M. and M.P. All authors have read and agreed to the published version of the manuscript.

Funding

This research received no external funding.

Data Availability Statement

The data presented in this study are available upon request from the corresponding author.

Conflicts of Interest

The authors declare no conflicts of interest.

Appendix A

Figure A1. Transition categories associated with LULC changes between macro classes. Based on [31]. Urb = urbanization; Agr. Ext = agricultural extensification; Agr. Int = agricultural intensification; T.T.C.S = transformation to complex system; Perm = permanence of the same type of LULC; and other = transitions not considered in this analysis.
Figure A1. Transition categories associated with LULC changes between macro classes. Based on [31]. Urb = urbanization; Agr. Ext = agricultural extensification; Agr. Int = agricultural intensification; T.T.C.S = transformation to complex system; Perm = permanence of the same type of LULC; and other = transitions not considered in this analysis.
Land 13 01455 g0a1
Table A1. Land use changes aggregated at the SNAI classes level (surface area and percentage coverage).
Table A1. Land use changes aggregated at the SNAI classes level (surface area and percentage coverage).
A28,857 B8746 C84,605
km2% km2% km2%
Perm (210210)983834Perm (210210)311436Perm (210210)29,01634
Perm (240240)427515Perm (310310)159918Perm (310310)15,62218
Perm (100100)361513Perm (240240)118314Perm (240240)11,66214
Perm (310310)316411Perm (220220)7188Perm (220220)59547
Perm (220220)22508Perm (100100)5186Perm (100100)53406
Perm (320320)12124Perm (500500)2273Perm (320320)40645
Perm (500500)5522Perm (320320)2263Etcs (210240)12001
Int (240210)5322Urb (240210)2233Int (240210)11651
Etcs (210240)4382Etcs (210240)891Perm (330330)10991
Urb (210100)4081Int (240220)861Perm (500500)9561
Urb (240100)2721Etcs (220240)761Urb (210100)8861
Etcs (220240)2321Urb (210100)741Int (240220)8101
Int (240220)2111Int (210220)681Etcs (220240)7251
Perm (320310)1531Perm (330330)541Perm (230230)7091
Urb (240100)461Urb (240100)5801
Perm (320310)5061
Int (210220)4921
D87,705 E72,397 F19,296
km2% km2% km2%
Perm (310310)25,01029Perm (310310)23,29232Perm (310310)532528
Perm (210210)19,59222Perm (210210)12,46817Perm (320320)476125
Perm (240240)11,12113Perm (320320)10,31714Perm (210210)223012
Perm (320320)78549Perm (240240)744810Perm (240240)17979
Perm (220220)55556Perm (330330)33615Perm (330330)12496
Perm (330330)26053Perm (220220)29904Perm (320310)5083
Perm (100100)20992Perm (320310)13402Perm (220220)4682
Perm (500500)12391Perm (230230)10311Perm (310320)2972
Int (240210)12031Int (240210)9171For Ext (240320)2841
Perm (320310)11451Perm (100100)8951Perm (330320)2311
Etcs (210240)9931Etcs (320240)8181Etcs (320240)2161
Etcs (220240)9881Perm (330320)7581Int (240210)2041
Perm (230230)8921Perm (310320)7551Perm (100100)1981
Perm (330320)8031Etcs (210240)5831Int (320210)1631
Int (240220)6691Perm (500500)5641Etcs (210240)1281
Perm (310320)6511Etcs (220240)5571Perm (230230)1231
Etcs (320240)6281Int (320210)4881Etcs (220240)1161
Int (210220)5541For Ext (240320)4431Perm (500500)981
Table A2. LULC change dynamics and consequences on the potential balance sheet of each ES.
Table A2. LULC change dynamics and consequences on the potential balance sheet of each ES.
Transition and PermanenceChangeGlobal Climate RegulationAir Quality RegulationWater Flow RegulationWater PurifcationErosion RegulationNatural Hazard RegulationCropsFodderTimberWild Food and ResourcesSum (0–5)
Urb 210100−2−5−4−43−3−8−6−3−5−3
Int 210220100−22−2−1−51−10
Perm 2102300−10−230−5−5−11−1
Etcs 210240201−140−2−3110
For Ext 210310653585−5−4542
For Ext 210320411262−5−3121
For Ext 210330101142−5−50−10
Urb 220100−4−5−5−21−2−7−2−4−4−2
Agr Ext 220210−1002−2215−110
Agr Ext 220230−1−10012−40−220
Etcs 22024000011202−111
For Ext 220310553767−41453
For Ext 220320301434−41031
For Ext 220330001324−40−100
Urb 230100−2−4−4−20−3−3−2−2−6−2
Int 2302100102−30551−11
Int 2302201100−1−2402−20
Etcs 230240110110322−11
For Ext 23031066375501633
For Ext 23032042143201211
For Ext 230330111312001−21
Urb 240100−4−5−5−30−4−6−4−4−5−3
Int 240210−20−11−4023−1−10
Int 240220000−1−1−20−21−1−1
Int 240230−1−10−1−10−3−2−21−1
For Ext 240310553645−3−1442
For Ext 240320301322−3−1011
For Ext 240330000212−3−2−1−10
Urb 310100−8−10−7−9−5−8−3−3−8−9−5
Int 310210−6−5−3−5−8−554−5−4−2
Int 310220−5−5−3−7−6−74−1−4−5−3
Int 310230−6−6−3−7−5−50−1−6−3−3
Etcs 310240−5−5−3−6−4−531−4−4−2
Perm 310320−2−4−2−3−2−300−4−2−2
Perm 310330−5−5−2−4−4−30−1−5−5−2
Urb 320100−7−5−5−6−3−5−3−3−4−6−3
Int 320210−4−1−1−2−6−253−1−2−1
Int 320220−30−1−4−3−44−10−3−1
Int 320230−4−2−1−4−3−20−1−2−1−1
Etcs 320240−30−1−3−2−2310−1−1
Perm 32031024232300422
Perm 320330−3−10−1−100−1−1−2−1
Urb 330100−3−5−5−5−1−5−3−2−3−4−3
Int 330210−10−1−1−4−255010
Int 33022000−1−3−2−440100
Int 330230−1−1−1−3−1−200−12−1
Etcs 330240000−2−1−232110
Perm 33031055244301552
Perm 33032031011001121
Perm Macro 00000000000
Other11110111110
tot−3−4−5−40−4−4−3−2−5−2
Table A3. Changes in the area-weighted balance of each LULC change dynamic.
Table A3. Changes in the area-weighted balance of each LULC change dynamic.
Transition and PermanenceChangekm2Global Climate RegulationAir Quality RegulationWater Flow RegulationWater PurificationErosion RegulationNatural Hazard RegulationCropsFodderTimberWild Food and ResourcesSum
Urb 2101001725−1.3−2.7−2.5−2.21.8−1.8−4.6−3.7−1.8−2.7−21.5
Int 21022014960.60.10.2−0.81.1−0.8−0.5−2.40.5−0.5−2.4
Perm 2102302990.0−0.10.0−0.20.30.0−0.5−0.5−0.10.1−0.9
Etcs 21024034301.80.50.7−1.04.00.5−1.7−3.10.60.62.8
For Ext 2103101730.30.30.20.30.50.3−0.3−0.20.30.21.9
For Ext 2103203980.60.10.20.30.70.3−0.7−0.50.10.21.3
For Ext 210330460.00.00.00.10.0−0.1−0.1−0.0−0.0
Urb 220100294−0.3−0.5−0.5−0.20.1−0.2−0.7−0.2−0.4−0.4−3.2
Agr Ext 220210695−0.3−0.1−0.10.4−0.50.40.21.1−0.20.21.1
Agr Ext 22023020−0.0−0.0−0.0−0.00.00.0−0.0−0.0−0.00.0−0.0
Etcs 22024026940.20.20.20.61.21.7−0.41.9−0.51.36.5
For Ext 2203101260.20.20.10.30.20.3−0.20.00.20.21.6
For Ext 2203201740.20.00.00.20.20.2−0.20.1−0.00.10.8
For Ext 22033033−0.0−0.00.00.00.00.0−0.0−0.0−0.00.00.0
Urb 23010089−0.1−0.1−0.1−0.10.0−0.1−0.1−0.0−0.1−0.2−0.8
Int 230210357−0.00.1−0.00.2−0.4−0.00.60.60.1−0.11.1
Int 230220470.00.00.00.0−0.0−0.00.10.00.0−0.00.1
Etcs 2302404630.20.20.10.10.10.10.50.30.2−0.11.8
For Ext 230310670.10.10.10.20.10.10.00.10.10.9
For Ext 2303205870.80.30.20.80.50.40.30.40.13.8
For Ext 230330100.00.00.00.00.00.00.0−0.00.0
Urb 2401001357−1.7−2.3−2.2−1.4−0.2−1.6−2.9−1.7−1.7−2.4−18.0
Int 2402104245−2.2−0.7−0.91.2−5.0−0.62.13.9−0.8−0.7−3.5
Int 2402202158−0.2−0.2−0.2−0.5−1.0−1.40.3−1.50.4−1.0−5.2
Int 240230259−0.1−0.1−0.0−0.1−0.0−0.0−0.3−0.2−0.10.0−1.0
For Ext 2403108191.21.20.71.61.21.3−0.9−0.31.21.08.2
For Ext 24032013201.20.00.31.30.90.7−1.5−0.30.10.53.2
For Ext 24033075−0.0−0.00.00.00.00.0−0.1−0.1−0.0−0.0−0.1
Urb 310100137−0.4−0.4−0.3−0.4−0.2−0.4−0.1−0.1−0.4−0.4−3.2
Int 310210315−0.6−0.5−0.3−0.5−0.8−0.50.50.4−0.5−0.4−3.4
Int 310220415−0.7−0.7−0.4−0.9−0.8−0.90.5−0.1−0.5−0.7−5.1
Int 31023059−0.1−0.1−0.1−0.1−0.1−0.1−0.0−0.1−0.1−0.8
Etcs 310240928−1.4−1.4−0.8−1.9−1.4−1.41.10.3−1.4−1.1−9.3
Perm 3103202219−1.3−3.3−1.4−2.3−1.7−2.20.3−3.1−1.7−16.7
Perm 310330177−0.3−0.3−0.1−0.2−0.2−0.2−0.1−0.3−0.3−1.9
Urb 320100136−0.3−0.2−0.2−0.3−0.1−0.2−0.1−0.1−0.2−0.3−2.1
Int 3202101190−1.7−0.2−0.5−0.8−2.2−0.82.01.4−0.3−0.7−3.9
Int 320220243−0.2−0.0−0.1−0.3−0.3−0.30.3−0.10.0−0.2−1.2
Int 320230543−0.8−0.3−0.2−0.7−0.5−0.4−0.3−0.3−0.1−3.5
Etcs 3202402037−1.9−0.1−0.4−2.0−1.4−1.12.40.5−0.2−0.8−5.0
Perm 32031036922.25.42.43.82.93.6−0.55.12.927.8
Perm 320330646−0.7−0.1−0.1−0.2−0.30.0−0.3−0.2−0.5−2.3
Urb 33010018−0.0−0.0−0.0−0.0−0.0−0.0−0.0−0.0−0.0−0.0−0.2
Int 33021060−0.0−0.0−0.0−0.1−0.00.10.10.00.0
Int 330220170.00.0−0.0−0.0−0.0−0.00.00.00.0−0.0−0.0
Int 3302308−0.0−0.0−0.0−0.0−0.0−0.0−0.00.0−0.0
Etcs 330240990.00.0−0.0−0.1−0.0−0.10.10.10.00.00.1
Perm 3303101080.20.20.10.10.10.10.00.20.21.2
Perm 33032022002.30.40.30.71.0−0.11.00.61.67.7
Perm Macro-261,823−0.0
Other-10800.91.21.20.9−0.00.91.30.80.81.29.0
tot301,605−3.5−3.7−4.5−4.1−0.2−4.3−3.8−3.2−2.2−4.7−34.1
Table A4. Overall changes relative to each dynamic within each SNAI zone. Very weak changes have not been represented in this table (values between −0.5 and +0.5).
Table A4. Overall changes relative to each dynamic within each SNAI zone. Very weak changes have not been represented in this table (values between −0.5 and +0.5).
A−9.3B−1.4C−21.7D−3.1E0.1F1.3
210100−5.1210100−0.9210100−11.0310320−4.9310320−5.7310320−2.2
240100−3.6240100−0.6240100−7.7240100−3.7310240−2.6310240−0.5
310320−0.7 310320−3.0210100−3.2320240−2.0320210−0.5
220100−0.6 310220−2.6310240−2.9320230−1.9320240−0.5
310100−0.6 310240−2.5240220−1.6240100−1.9240100−0.5
240220−0.5 240220−2.0310220−1.6320210−1.62403100.6
310240−0.5 310210−1.5320240−1.5210100−1.12403200.7
320100−0.5 220100−1.3320210−1.1320330−0.93303200.8
2403100.5 310100−1.0240210−1.0240210−0.83203103.8
2202400.6 240210−1.0320230−0.9240220−0.7
3203101.1 210220−0.8210220−0.9310330−0.5
320100−0.6310100−0.9310210−0.5
320240−0.6310210−0.9310100−0.5
310330−0.5220100−0.82102400.5
2303200.9320330−0.52302400.6
2102401.03303100.52303200.7
3303201.22103100.52403201.1
2202401.82302400.62202401.3
2403101.82403200.82403102.6
3203103.82102400.83303202.7
2303201.532031010.1
2202402.4
2403102.5
3303202.8
3203108.6

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Figure 1. Methodological steps adopted in this work.
Figure 1. Methodological steps adopted in this work.
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Figure 2. SNAI geographic distribution throughout the national territory. The letters identify the different SNAI areas or rather the central areas—hubs (A), intermediate hubs (B), and belt (C)—and internal areas, i.e., intermediate (D), peripheral (E), and ultraperipheral (F).
Figure 2. SNAI geographic distribution throughout the national territory. The letters identify the different SNAI areas or rather the central areas—hubs (A), intermediate hubs (B), and belt (C)—and internal areas, i.e., intermediate (D), peripheral (E), and ultraperipheral (F).
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Figure 3. Radar chart: sum of ES balance changes for each dynamic, considering the respective surfaces.
Figure 3. Radar chart: sum of ES balance changes for each dynamic, considering the respective surfaces.
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Figure 4. Relation between natural capital, economic capital, and social capital in SNAI areas. The values shown in the graph have been normalized on a scale from −1 to +1.
Figure 4. Relation between natural capital, economic capital, and social capital in SNAI areas. The values shown in the graph have been normalized on a scale from −1 to +1.
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Table 1. Land composition (absolute values in km2 and percentage) of Italian SNAI areas for the year 2018 (source: Corine Land Cover). For each SNAI area, the percentage identifies the weight of each surface type. The intensity of the light-blue color increases as the percentage increases.
Table 1. Land composition (absolute values in km2 and percentage) of Italian SNAI areas for the year 2018 (source: Corine Land Cover). For each SNAI area, the percentage identifies the weight of each surface type. The intensity of the light-blue color increases as the percentage increases.
SNAI DescriptionSNAI CodeUrban
Areas
Agricultural
Areas
Wooded and
Semi-Natural Areas
Wetlands and
Water Bodies
Total
km2%km2%km2%km2%km2
HubsA442415%18,70665%513518%5922%28,857
Intermediate hubsB6618%578266%206224%2423%8746
BeltC70608%53,60263%22,90527%10371%84,605
IntermediateD28013%44,16850%39,44845%12881%87,705
PeripheralE12192%29,23040%41,34057%6081%72,397
UltraperipheralF2791%582530%13,07968%1121%19,296
Total 16,4445%157,31352%123,96941%38791%301,605
Table 2. ES balance values associated with the LULC macro classes used in this work. The values are elaborated from Burkhard et al. (2014) [28]. The negative values (gradation of red) indicate that the demand for the ES of a specific macro class is higher than the relative supply. The positive values (gradations of green), on the contrary, indicate that the supply is greater than the demand.
Table 2. ES balance values associated with the LULC macro classes used in this work. The values are elaborated from Burkhard et al. (2014) [28]. The negative values (gradation of red) indicate that the demand for the ES of a specific macro class is higher than the relative supply. The positive values (gradations of green), on the contrary, indicate that the supply is greater than the demand.
Macroclass DescriptionMacroclass Code Global Climate RegulationAir Quality RegulationWater Flow RegulationWater PurificationErosion RegulationNatural Hazard RegulationCropsFodderTimberWild Food and Resources
Urban areas100−3.3−4.7−4.4−4.10.1−4.2−3.0−1.6−3.2−3.8
Arable lands210−1.10.0−0.1−0.2−3.0−1.05.04.90.01.0
Permanent crops2200.20.20.2−1.7−0.8−2.64.00.01.10.1
Pastures230−1.0−1.00.0−2.00.0−1.00.00.0−1.02.0
Heterogeneous agricultural areas2400.50.50.5−1.10.6−0.63.52.10.51.5
Forests3105.05.03.05.05.04.00.01.05.05.0
Shrub and/or herbaceous vegetation3203.20.51.11.92.61.10.01.40.82.6
Non and sparsely vegetated areas3300.10.00.70.91.31.30.00.00.00.4
Wetland and water bodies5000.90.03.92.00.23.30.00.40.03.5
Table 3. Changes in the LULC of SNAI areas between 1990 and 2018 summarized by transition categories [15]. Note: For each SNAI area (columns), we report the area of the transitions expressed as a percentage of the total area of the relevant SNAI area. Gradations of blue indicate increasing percentage values (light to dark).
Table 3. Changes in the LULC of SNAI areas between 1990 and 2018 summarized by transition categories [15]. Note: For each SNAI area (columns), we report the area of the transitions expressed as a percentage of the total area of the relevant SNAI area. Gradations of blue indicate increasing percentage values (light to dark).
LULC Permanence
and Transition Categories
ABCDEF
Agr. Extensification0.3%0.5%0.3%0.3%0.2%0.1%
Transformation to complex system2.5%2.2%2.5%2.6%2.1%1.5%
Agr. Intensification4.3%5.3%4.5%4.9%4.9%4.4%
Forest extension0.9%1.1%0.7%1.2%1.6%2.9%
Urbanization2.8%1.6%2.0%0.8%0.4%0.4%
Other0.6%0.4%0.5%0.3%0.2%0.3%
Permanence88.7%88.9%89.5%89.8%90.6%90.4%
Table 4. Total and mean ES qualitative balance variation at the SNAI area level. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES balance.
Table 4. Total and mean ES qualitative balance variation at the SNAI area level. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES balance.
SNAI CodeGlobal Climate RegulationAir Quality RegulationWater Flow RegulationWater PurificationErosion RegulationNatural Hazard RegulationCropsFodderTimberWild Food and ResourcesTOT MEAN
A−0.8−1.2−1.1−0.90.2−0.8−1.5−1.1−0.8−1.2−9.3−0.9
B−0.1−0.2−0.2−0.1−0.1−0.1−0.2−0.1−0.1−0.2−1.4−0.1
C−1.6−2.7−2.4−2.50.3−2.4−2.9−2.7−1.9−2.9−21.7−2.2
D−0.3−0.2−0.7−0.60−0.8000−0.5−3.1−0.3
E −0.70.4−0.2−0.3−0.7−0.30.90.70.300.10
F 0.10.20.10.20.10.2−0.10.10.20.21.30.1
TOT −3.5−3.7−4.5−4.1−0.2−4.3−3.8−3.2−2.2−4.7−34.1−3.4
Table 5. Qualitative ES average balance variation by LULC transitions and permanence categories. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES balance.
Table 5. Qualitative ES average balance variation by LULC transitions and permanence categories. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES balance.
Transitions and PermanenceABCDEFTOT by Transitions and Permanence
Agr. Extensification0.010.010.030.040.0200.11
Transformation to complex system0.070.020.230.20.060.010.59
Agr. Intensification−0.26−0.08−1−1.02−0.94−0.25−3.55
Forest extension0.130.060.40.630.610.252.08
Urbanization−1.05−0.19−2.22−0.93−0.43−0.11−4.94
Other0.160.020.360.240.130.040.96
Permanence0.010.010.030.540.560.191.34
TOT by SNAI areas−0.93−0.14−2.17−0.310.010.13−3.41
Table 6. Economic valuation of ES supply in SNAI areas and its change from 1990 to 2018. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES supply economic value.
Table 6. Economic valuation of ES supply in SNAI areas and its change from 1990 to 2018. The colour gradations are proportional to the intensity of the change (negative in red, positive in green) in the ES supply economic value.
SNAI Codekm219902018VAR 1990−2018
MLN €EUR/haMLN EUREUR/haVar EUR/haVar MLN EUR
A28,8579702336293833252−110−319
B87463125357331023546−27−24
C84,60529,582349628,8893415−82−692
D87,70528,418324028,3313230−10−87
E72,39722,162306122,300308019137
F19,29655182860557628903058
TOT301,60598,508326697,5813235−30−927
Table 7. Comparison of variations in territorial socio-economic indicators, qualitative balance, and economic value of ESs. (Note: The changes in the socio-economic indicators are assessed in the period of 2012–2018, while the changes in the ES values are for the period of 1990–2018.).
Table 7. Comparison of variations in territorial socio-economic indicators, qualitative balance, and economic value of ESs. (Note: The changes in the socio-economic indicators are assessed in the period of 2012–2018, while the changes in the ES values are for the period of 1990–2018.).
SNAI CodePopulation (var %)Number of Companies (var %)Number of Employees (var %)ES Average Qualitative Balance Variation
(−5, +5)
ES Mean Economic Value
(var EUR/ha)
ES Total Economic Value
(var MLN EUR)
ES Economic Value per Inhabitant
(var EUR/Inhabitant)
A−0.90.96.9−0.9−110.5−318.8−10.7
B3.6−1.32.2−0.1−27.2−23.8−45.5
C16.4−3.01.1−2.2−81.8−692.5−248.1
D6.2−3.9−1.0−0.3−9.9−86.9−213.9
E−5.7−3.7−0.90.0119.0137.4379.2
F−9.4−3.20.50.130.158.0827.9
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Marino, D.; Barone, A.; Marucci, A.; Pili, S.; Palmieri, M. The Integrated Analysis of Territorial Transformations in Inland Areas of Italy: The Link between Natural, Social, and Economic Capitals Using the Ecosystem Service Approach. Land 2024, 13, 1455. https://doi.org/10.3390/land13091455

AMA Style

Marino D, Barone A, Marucci A, Pili S, Palmieri M. The Integrated Analysis of Territorial Transformations in Inland Areas of Italy: The Link between Natural, Social, and Economic Capitals Using the Ecosystem Service Approach. Land. 2024; 13(9):1455. https://doi.org/10.3390/land13091455

Chicago/Turabian Style

Marino, Davide, Antonio Barone, Angelo Marucci, Silvia Pili, and Margherita Palmieri. 2024. "The Integrated Analysis of Territorial Transformations in Inland Areas of Italy: The Link between Natural, Social, and Economic Capitals Using the Ecosystem Service Approach" Land 13, no. 9: 1455. https://doi.org/10.3390/land13091455

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