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Green Finance and Ecological Footprint. Empirical Evidence from 13 Leading Countries in Green Financial Development

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19 April 2025

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21 April 2025

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Abstract
This study investigates the long-run relationship between green finance and the ecological footprint in 13 countries with the highest levels of green financial development, while also examining the roles of green growth, economic growth, financial globalization, and capital formation. Using panel data from 1992 to 2020, the analysis applies advanced econometric techniques, including the Augmented Mean Group (AMG), Fully Modified Ordinary Least Squares (FMOLS), and Dynamic Ordinary Least Squares (DOLS) estimators to identify long-term effects. In addition, the Dumitrescu-Hurlin panel bootstrap causality test is used to explore the direction of relationships among variables. The results confirm the existence of cointegration among all variables. Green finance and green growth are found to reduce the ecological footprint, indicating their effectiveness in mitigating environmental degradation. In contrast, economic growth, financial globalization, and capital formation contribute positively to the ecological footprint, suggesting a link to increased environmental pressure. The causality analysis reveals a bidirectional relationship between green growth and ecological footprint, while green finance, economic growth, financial globalization, and capital are found to be causal factors of ecological footprint. The findings highlight the importance of promoting green finance and sustainable growth strategies while ensuring that financial and capital flows support environmental objectives.
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1. Introduction

Climate change, global warming, environmental degradation, and increasing environmental concerns have led academics, policymakers, and many stakeholders to maintain a strong focus on sustainable development—particularly its environmental sustainability component [1] [2] [3] [4] [5]. The United Nations COP-27 conference, emphasizing key goals such as climate finance, carbon neutrality, and sustainable growth, aims to reduce the global temperature by 1.5 degrees Celsius and achieve the 2030 sustainable development targets [6]. In line with this and earlier international conferences, conventions, and summits on environmental protection, the world is taking rapid steps toward building a greener and more sustainable economy.
Against this backdrop, green finance is recognized as one of the most crucial factors in achieving a sustainable environment and development [7] [8] [9]. Green finance encompasses financial products and services—such as green bonds, green loans, and carbon pricing—that promote environmentally friendly initiatives, sustainable development, and environmental sustainability [10]. A key characteristic that differentiates green finance from other types of finance is its focus on channeling public- and private-sector funds toward green entrepreneurs who foster sustainable development and improve the environment [11].
Research addressing green finance often centers on its determinants or its impacts. In one strand of the literature, scholars examine the factors driving green finance [12] [13] [14]. Another strand explores the effects of green finance, highlighting, for instance, how it guides financial resources into renewable energy investments and projects, thereby helping develop that sector [15]. The diversification and growth of green financial products—such as green funds and insurance—can also foster and enhance green innovations [16]. Moreover, green finance improves energy efficiency by reducing excessive energy inputs that contribute to environmental pollution, supports the green manufacturing sector by boosting green total factor productivity [17], and positively influences employment and new business creation by promoting effective resource use [18]. Because green finance and related strategies can affect the supply, demand, and availability of natural resources such as coal, oil, and natural gas, some researchers claim a positive relationship between a country’s (green) financial development and its natural resources [19]. Finally, green loans—an important subset of green finance—can advance green economic growth by strengthening the financial performance of banks and other financial institutions and channeling capital to green entrepreneurs [20].
In recent years, several studies have examined the relationship between green finance and environmental degradation or environmental sustainability [21] [8] [22] [23] [24]. Because financial institutions direct some of their loans and funds toward green projects and investments, green finance can be viewed as an important tool to combat environmental pollution. Sharif et al. [21], Wei and Bai [9], and Li [24] find that green finance bolsters environmental sustainability by reducing CO2 emissions, whereas Numan et al. [22] report that green finance curbs environmental pollution by lowering the ecological footprint. Taken together, these results suggest that green financial practices can play a significant role in designing environmental policy. Green economic growth—an integral element of a sustainable environment—also helps reduce pollution [25], a finding corroborated by Hao et al. [26], Dong et al. [27], and Li [24]. Meanwhile, researchers highlight that the growing or diminishing effect of financial globalization on environmental degradation remains a topic of debate [28]. Some studies posit that economic growth and capital formation create a scale effect in the economy, increase energy demand, and exacerbate pollution [29] [30]. Consequently, because these variables often appear in environmental pollution regressions, they too warrant policy consideration alongside green finance.
This study analyzes the relationship between green finance and the ecological footprint from 1990 to 2019 across 13 countries identified as leaders in green financial development. According to the IFF Global Finance and Development Report [31], France, the UK, Germany, China, the Netherlands, Japan, Sweden, Denmark, Spain, the USA, Norway, Austria, and Italy rank highest in the Global Finance and Development Index, making them ideal subjects for studying the impact of green finance. Except for China, all are OECD members. These nations also perform strongly on the OECD green growth indicators (e.g., CO2 productivity and energy productivity) for 2021 [32]. Nevertheless, in terms of environmental pollution, China remains the world’s largest emitter of greenhouse gases, and OECD countries also display high emission levels. Specifically, while total global CO2 emissions in 2021 were 33,9 billion tons, the collective OECD total reached 11,3 billion tons—accounting for 34% of the global figure. Meanwhile, China alone produced 30% of total CO2 emissions [33]. Regarding ecological footprint, China leads with 5,1 billion global hectares, followed by the USA (2,1 billion global hectares) and Japan (533 million global hectares). Many of the remaining countries likewise rank high. These data underscore that policies aimed at reducing environmental pollution and enhancing environmental sustainability remain urgent for these nations.
In light of the above, this study explores several research questions: (1) Can green finance help combat environmental pollution by reducing the ecological footprint? (2) Does green economic growth reduce environmental pollution through its impact on the ecological footprint? (3) What roles do economic growth, financial globalization, and capital formation play in shaping the ecological footprint? (4) Given the results, what effective policies might help curb environmental pollution?
The study makes several contributions to the literature. First, it examines the impact of green finance on the ecological footprint while integrating green economic growth, financial globalization, economic growth, and capital formation as control variables, a combination rarely explored together. Second, it focuses on the 13 countries with the strongest green financial development—an understudied group in previous analyses. Third, it uses ecological footprint as an environmental sustainability metric, which is a more comprehensive measure of environmental degradation incorporating the planet’s biocapacity. Fourth, the study employs the Augmented Mean Group (AMG) estimator, a dynamic panel method that yields robust results even under slope heterogeneity and cross-sectional dependence. It also applies the Dumitrescu-Hurlin bootstrap causality test, which is seldom used in many panel studies, thereby providing more reliable causal insights for policy recommendations. Finally, by modeling green growth, financial globalization, economic growth, and capital formation, the study explains multiple causes of environmental degradation and can help inform a wide range of policies to mitigate it.
The remainder of this paper is structured as follows. Section 2 reviews the theoretical and empirical literature. Section 3 presents the empirical model, data, and methods. Section 4 discusses the empirical findings. Finally, the conclusion, policy implications and limitations.

2. Literature Review

This study examines how green finance, green growth, economic growth, financial globalization, and capital formation affect the ecological footprint. The following subsections provide a review of the relevant literature on each variable’s relationship with environmental degradation.

2.1. Green Finance and Environmental Degradation

Green finance, which links ecological and financial considerations, is widely regarded as pivotal for environmental protection [34]. In recent years, it has gained attention as a tool to restore ecological balance and curb pollution [34] [35] [15] [22]. Feng et al. [36] posit that in China, expanding green bonds—an important component of green finance—helps reduce environmental pollution by incentivizing renewable energy investments, whereas contracting green bonds exacerbates pollution by reducing such investments. Glomsrød and Wei [37] estimate that green finance could cut global coal consumption by approximately 2.5% by 2030, increasing the share of electricity from renewable energy sources from 42% to 46%, although effects vary across countries or regions. Collectively, these insights support the hypothesis that green finance prevents environmental degradation.
Several empirical studies corroborate this viewpoint. Li et al. [15] find that in MINT countries, green finance alleviates environmental degradation, with a particular emphasis on ecological sustainability measures such as renewable energy, natural resources, and energy innovation. Chin et al. [35] observe a negative relationship between green finance and environmental pollution in BRI countries, while Numan et al. [22], employing the Driscoll-Kraay estimator for 13 countries, report that green finance constrains environmental degradation. These findings align with those of Sharif et al. [21], Wei and Bai [9], Li [38] , and Umar and Safi [39], collectively suggesting that green finance is a powerful mechanism for protecting the environment.

2.2. Green Growth and Environmental Degradation

When a country’s income rises, higher economic growth often leads to increased energy consumption and CO₂ emissions, posing a threat to environmental quality [40]. Consequently, many nations are shifting their development strategies toward green growth, which can mitigate the adverse effects of long-term economic expansion by minimizing environmental hazards [41]. D’amato and Korhonen [42] advocate green growth as a critical strategy for achieving environmental sustainability. Similarly, Wu et al. [40] and Ahmad and Wu [43] suggest that by bridging environmental priorities and economic objectives, green growth helps prevent environmental degradation. Thus emerges the hypothesis that green growth reduces environmental degradation.
Empirical research provides supportive evidence. Oyebanji et al. [44] demonstrate that green growth in Nigeria improves environmental quality by reducing pollution. Hao et al. [26] , examining G7 countries, find a negative association between green growth and environmental degradation, implying that green growth contributes to a sustainable environment. Dong et al. [27] highlight similar pollution-curbing effects in their study of 30 cities in China. Ahmad and Wu [43], applying PQR, FMOLS, and DOLS estimators to data from 20 OECD countries, show that green growth fosters ecological sustainability by decreasing the ecological footprint. Saqib et al. [45] also report that among the 10 countries with the highest ecological footprint, green growth effectively mitigates environmental degradation—results consistent with findings in Gu et al. [46] and Lin and Ullah [25].

2.3. Economic Growth and Environmental Degradation

Economic growth can undermine environmental quality by amplifying raw material use and energy consumption, thereby increasing pollution [47]. In this regard, economic growth can fuel the scale effect, where higher production heightens environmental degradation [48]. Numerous studies investigate the link between economic growth and environmental outcomes [50], generally supporting the hypothesis that economic growth causes environmental degradation.
Shahbaz et al. [48], analyzing the 10 countries with the largest ecological footprints, conclude via the CCE estimator that financial development and economic growth both increase the ecological footprint. Alola et al. [51], in a study of 16 European countries, and Kongbuamai et al. [50], examining ASEAN nations, similarly find that economic growth exacerbates the ecological footprint. Awosusi et al. [47] show that as economies grow, environmental degradation accelerates. Danish et al. [49] reach a parallel conclusion for Pakistan using the ARDL model, suggesting that economic growth reduces environmental quality by expanding the ecological footprint.

2.4. Financial Globalization and Environmental Degradation

Financial globalization can offer capital essential for technological advancement, innovation, and renewable energy investments, potentially reducing environmental degradation over the long term [52]. Conversely, in countries with lax environmental regulations, increased financial flows may fund polluting energy projects, prioritizing financial returns over ecological concerns and thereby accelerating environmental deterioration [53]. Meanwhile, globalization can also drive economic transformations and spur the adoption of green technologies, enhancing productivity and reducing pollution [54]. Based on these contrasting effects, one may hypothesize that financial globalization can either promote or reduce environmental degradation.
Empirical investigations offer mixed results. Kirikkaleli et al. [55] demonstrate that in Turkey, globalization heightens the ecological footprint and thus degrades environmental quality in the long run. Sadiq et al. [52], focusing on BRICS countries, find that financial globalization hinders environmental sustainability by intensifying ecological degradation, whereas nuclear energy and external debt have beneficial effects on ecological stability. By contrast, Miao et al. [56] report that in newly industrializing countries, financial globalization curbs the ecological footprint and enhances environmental quality—an outcome echoed by Awosusi et al. [47] for BRICS countries and Hassan et al. [54] for OECD nations. Wang et al. [53] similarly note that financial globalization can foster environmental degradation, underscoring the complexity of its impacts.

2.5. Capital Formation and Environmental Degradation

Capital formation also influences environmental sustainability [24]. As firms accumulate capital and expand production, they often use more energy and resources, heightening the risk of environmental harm [47]. Li et al. [24] emphasize that rising capital formation can generate a scale effect, enlarging production activities and fueling pollution. Accordingly, it is reasonable to hypothesize that capital formation favors environmental degradation.
Several studies substantiate this link. Baz et al. [57] find that positive shocks in capital formation in Pakistan elevate the ecological footprint, thereby worsening environmental quality. Investigating 17 OECD countries, Mujtaba et al. [30] conclude that economic growth and capital formation both contribute to environmental degradation. Khan and Hou [58], using data from 38 countries, likewise note that increasing capital formation expands the ecological footprint. In research on the G20, Li et al. [24] reach similar conclusions, while Emmanuel et al. [59], studying 101 countries, and Chekouri et al. [60], focusing on Algeria, report parallel findings that elevated capital formation undermines a sustainable environment by raising its ecological footprint.

2.6. Literature Gaps

Existing research generally suggests that green finance and green growth mitigate environmental degradation, while economic growth and capital formation tend to exacerbate it through scale effects; financial globalization shows mixed impacts, either supporting or undermining sustainability depending on regulatory contexts and investment patterns. However, a critical gap remains in that the 13 countries with the highest levels of green financial development—despite their significance—have not been examined collectively as a single case. Additionally, although many studies analyze the relationship between green finance and environmental degradation, few include green growth in the framework; in contrast, the present study positions green finance centrally while also incorporating green growth. Another distinguishing feature is the inclusion of financial globalization—often overlooked in work focusing primarily on green finance, green growth, or environmental degradation.
Moreover, although prior studies (e.g., [23] [35] [36] [22] [21] [13] [39]) address the green finance–ecological sustainability nexus, many omit causality analysis, and almost none employ methods that account for Blomquist-Westerlund slope heterogeneity or the Dumitrescu-Hurlin bootstrap causality approach.
By filling these methodological and contextual gaps—namely, by applying advanced estimators (such as AMG) and integrating green finance, green growth, economic growth, financial globalization, and capital formation into a single environmental pollution model for an understudied cohort—this study offers more robust and comprehensive insights. Through its use of ecological footprint as a holistic measure of environmental sustainability, the analysis paves the way for more targeted sustainability strategies and helps bridge policy shortcomings.

3. Empirical Specification, Data and Methods

3.1. Empirical Specification and Data

This study adopts the ecological footprint as an indicator of environmental pollution because it is a comprehensive measure that covers multiple facets of environmental degradation. Following Ali et al. [61], ecological footprint is expressed in global hectares (gha) per capita. For the independent variables, this study draws on Ahmad et al. [28], Yang et al. [62], and Mujtaba et al. [30] to include green finance, green growth, economic growth, financial globalization, and capital. Specifically, green finance is proxied by the renewable energy public R&D budget (% of total energy public R&D) [46], green growth by CO₂ productivity [63], economic growth by per capita GDP (constant 2015 US dollars) [47], financial globalization by the financial globalization index [64], and capital formation by gross capital formation (% of GDP) [65]. Drawing on these studies, the relationship between EF and the five explanatory variables can be modeled as follows:
l n E F i t = α + γ 1 l n G F i t + γ 2 l n G G D P i t + γ 3 l n G D P i t + γ 4 l n F G L i t + γ 5 l n C A P i t + ε i t
where α is the intercept, ε i t is the error term, i denotes the cross-sectional units (France, the UK, Germany, China, the Netherlands, Japan, Sweden, Denmark, Spain, the USA, Norway, Austria, and Italy), and t represents the yearly data spanning 1994–2019. The coefficients γ 1 , γ 2 , γ 3 , γ 4 and γ 5 capture the long-run elasticities, and all variables are used in their logarithmic form to facilitate elasticity-based interpretations. Table 1 defines and summarizes the key variables.

3.2. Methods

This study employs a multi-step empirical strategy to investigate the relationships. The methodology proceeds with cross-sectional dependence and slope homogeneity tests, unit root tests, cointegration tests, long-run coefficient estimation, and causality analysis (Figure 1.).
The study first tests for cross-sectional dependence and slope homogeneity, as overlooking these properties can lead to biased or inefficient results. To investigate cross-sectional dependence, Pesaran’s CD test [67] is employed, where the null hypothesis posits that there is no dependence among cross-sectional units. For slope homogeneity, the study applies the Δ tests of Pesaran and Yamagata [68] and Blomquist and Westerlund [69], with the null hypothesis indicating homogeneous slopes across the sample.
In the second stage, Pesaran’s CADF test [70] is employed to determine whether the variables are stationary and, if so, at which order of integration. As a second-generation unit root procedure, the CADF test is widely used in panel studies because it provides reliable results under cross-sectional dependence. In the third stage, the possibility of cointegration among the variables is examined using Kao [71], Pedroni [72] , and Westerlund [73] residue-based cointegration tests, as well as Westerlund’s second-generation cointegration test [74] —which features four distinct test statistics. In each of these tests, the null hypothesis states that no cointegration exists among the variables.
After confirming the existence of cointegration, long-term coefficients are estimated and interpreted using the AMG estimator proposed by Bond and Eberhardt [75] , along with the FMOLS and DOLS methods developed by Pedroni [76] [77]. The AMG technique offers several advantages. First, it is considered a second-generation approach suitable for data with cross-sectional dependence and slope heterogeneity. Second, it addresses potential endogeneity issues [78]. Finally, it accommodates variables that are stationary both at level and in first difference. Formally, the AMG procedure begins by estimating the following model with OLS:
l n E F 2 i t = β 1 l n G F i t + β 2 l n G G D P i t + β 3 l n G D P i t + β 4 l n F G L i t + β 5 l n C A P i t + t = 2 T c t D t + u i t
Each independent variable’s parameter estimate is derived using the following relationship:
β ^ A M G = N 1 i = 1 N β ^ i
The final stage entails exploring causal relationships among the variables using the Dumitrescu-Hurlin panel bootstrap causality approach, which relies on a bootstrap procedure. This test examines causality by estimating a model of the following form:
y i t = α i + i = 1 K γ i k y i , t k + i = 1 K β i k x i , t k + ε i , t
This procedure computes W ̅ and Z ̅ test statistics, which are then compared against the bootstrap critical values provided by Dumitrescu and Hurlin [79] to determine whether a causal relationship exists among the variables. Under the null hypothesis, there is no causality, while the alternative hypothesis indicates that causality does exist.

4. Findings and Discussion

This section presents the empirical findings obtained from the methodological procedures outlined above. Specifically, the results seek to answer four key research questions posed in the introduction. To address these questions, the section initially presents the descriptive statistics, the results from cross-sectional dependence and slope homogeneity tests, followed by the outcomes of unit root and cointegration analyses. Subsequently, long-run coefficient estimates from AMG, FMOLS, and DOLS methods are interpreted, and the section concludes with a detailed discussion of causal relationships among the variables and their policy implications.
Table 2 presents descriptive statistics, summarizing key characteristics of the panel dataset utilized in this study, which covers 13 countries over the period from 1992 to 2020. The descriptive statistics inform the subsequent methodological steps by highlighting key characteristics of the dataset that require special consideration. Specifically, the significant deviations from normality identified through the Jarque–Bera test for variables such as lnGF and lnFGL indicate potential outliers or non-linearities. Additionally, the varying levels of skewness and kurtosis, especially the high kurtosis in lnGF and lnFGL, suggest heterogeneity across the panel.
Given these statistical features, the next step of the methodology—testing for cross-sectional dependence and slope homogeneity—is critical. Identifying cross-sectional dependence is important due to potential spillover effects or common shocks across countries, while testing for slope homogeneity is essential to determine whether the relationships among variables differ significantly across countries. Furthermore, these preliminary findings reinforce the necessity of employing second-generation unit root and cointegration tests, as well as robust estimators such as the AMG estimator, which effectively address data heterogeneity, cross-sectional dependence, and potential endogeneity issues identified in the descriptive statistics.
Table 3 presents the correlation matrix illustrating the strength and direction of linear relationships among the variables analyzed. Contrary to theoretical expectations, the results show that green finance (lnGF) and green growth (lnGGDP) exhibit positive correlations with ecological footprint (lnEF), at 0.030 and 0.547, respectively. This finding suggests that, in this preliminary analysis, increases in green finance and green growth unexpectedly coincide with a higher ecological footprint.
On the other hand, the findings align with theoretical predictions for economic growth (lnGDP = 0.415), financial globalization (lnFGL = 0.241), and capital formation (lnCAP = 0.058), which all display positive correlations with ecological footprint. The correlation values among independent variables remain relatively low (all below 0.25), indicating minimal multicollinearity concerns. This supports their combined use in subsequent econometric procedures.
The results of Pesaran’s CD test, used to examine the presence of cross-sectional dependence among the variables, are reported in Table 4. The CD-test statistics and corresponding p-values reveal significant cross-sectional dependence for each variable at the 1% significance level (p-value = 0.000). According to these results, the null hypothesis of no cross-sectional dependence is rejected for all variables, confirming significant cross-sectional dependence within the panel. This implies that a shock occurring in one country can potentially propagate and affect other countries within the panel.
The results of slope homogeneity tests developed by Pesaran and Yamagata and Blomquist and Westerlund are presented in Table 5. According to these findings, the null hypothesis of slope homogeneity is rejected, indicating that slope coefficients differ significantly across countries. This implies that the analysis allows for the use of estimation techniques suitable for heterogeneous panel data, which are capable of capturing variations in slope coefficients across countries—an important consideration given the structural and policy differences among the 13 nations analyzed.
To assess the stationarity properties of the variables, Pesaran’s CADF test is applied under both constant and constant-trend specifications. The unit root test results, presented in Table 6, indicate that none of the variables are stationary at level, but all become stationary after first differencing. This confirms that the variables are integrated of order one, I(1). Establishing the same order of integration across variables is essential for proceeding with cointegration analysis in the next step.
The results of the unit root analysis allowing for the application of the Kao, Pedroni, and Westerlund cointegration tests. The empirical findings, shown in Table 7, provide robust evidence in favor of cointegration among the variables, as the null hypothesis of no cointegration is rejected in most cases. In the Westerlund test, two of the four test statistics—Gt (–9.076, p = 0.000) and Pt (–15.393, p = 0.000)—are statistically significant at the 1% level, indicating strong evidence of cointegration. Although the Ga and Pa statistics are not significant, the significant Gt and Pt values are sufficient to support the presence of a long-run relationship. The additional variance ratio test also supports cointegration at the 5% level (–1.668, p = 0.047).
Similarly, the Pedroni test results show that the Phillips-Perron t-statistic (–8.311) and the Augmented Dickey-Fuller t-statistic (–8.625) are highly significant at the 1% level (p = 0.000), confirming cointegration. Although the modified Phillips-Perron t-statistic is not significant, the strong results from the other two tests reinforce the cointegration evidence. The Kao test further supports these findings, with the modified Dickey-Fuller t-statistic (–5.614), Dickey-Fuller t-statistic (–5.854), and unadjusted Dickey-Fuller t-statistics (–13.518 and –8.145) all significant at the 1% level. Only the Augmented Dickey-Fuller t-statistic (–0.220, p = 0.413) fails to reject the null, but the overall evidence remains overwhelmingly in favor of a long-run relationship.
These results confirm the existence of a cointegrated system among green finance, green growth, economic growth, financial globalization, capital formation, and ecological footprint. This implies that these variables move together over the long term and that any disequilibrium is likely to be temporary. Establishing cointegration justifies the estimation of long-run coefficients and allows for meaningful interpretation of both the direction and magnitude of these relationships.
The findings obtained from the AMG estimator, which was applied to estimate the long-run coefficients of the model variables, are presented in Table 8. The coefficient for green finance is found to be –0.023 and statistically significant, indicating that a 1% increase in green finance leads to a 0.023% decrease in the ecological footprint. This result suggests that green finance plays a meaningful role in reducing environmental degradation, reinforcing its position as an environmentally friendly financial mechanism.
This outcome implies that the countries included in the study have made significant progress in green financial development, actively prioritizing environmentally responsible financing practices as a means of addressing ecological challenges. The finding aligns with theoretical expectations and is consistent with previous empirical research. In particular, it supports the results of Tariq and Hassan [80], who examined 70 countries using the GMM approach, and Udeagha and Ngepah [81], who analyzed environmental sustainability determinants in BRICS countries using the CS-ARDL method and Jóźwik et al.[82], who analyzed the USA and leaders of nuclear energy consumers [83] . These parallels reinforce the credibility and generalizability of the current study’s results in the broader literature on green finance and environmental sustainability.
In the long run, the coefficient for green growth is found to be –0.133 and statistically significant, indicating that a 1% increase in green growth leads to a 0.133% reduction in the ecological footprint. This negative relationship suggests that green growth contributes to lowering environmental degradation, confirming the effectiveness of green growth practices in the sampled countries. These findings highlight those policies focused on green growth—such as improving CO₂ productivity, promoting renewable energy efficiency, and adopting cleaner technologies—have yielded substantial environmental benefits. The result is consistent with Lin and Ullah [25], who, using ARDL and DOLS methods, found that green growth reduces CO₂ emissions in Pakistan in both the short and long run. Further support comes from Lin and Ullah [84], who employed the DARDL approach and confirmed a long-run negative relationship between green growth and environmental degradation, reinforcing the present study’s conclusion.
Conversely, the coefficient for economic growth is 0.359 and statistically significant, meaning that a 1% increase in economic growth results in a 0.359% rise in the ecological footprint. This suggests that, for the countries analyzed, higher levels of economic activity are associated with greater environmental pressure. This finding supports the view that economic growth—particularly when driven by industrial production and increased energy consumption—can lead to higher demand for fossil fuels, thus exacerbating environmental degradation. The result aligns with Luo et al. [85], who found that economic growth intensifies environmental pollution in low- and middle-income Asian countries, based on panel MG estimations. However, it contrasts with the findings of Qamri et al. [86], who reported that economic growth reduces environmental pollution in a study of 21 Asian countries, highlighting the regional and structural differences that may influence the nature of this relationship.
Another important long-term finding is that financial globalization has a positive and significant coefficient of 0.237, suggesting that a 1% increase in financial globalization leads to a 0.237% increase in the ecological footprint. This result indicates a positive relationship between financial globalization and environmental degradation, implying that increased financial integration—through foreign direct investment or cross-border capital flows—may be contributing to pollution, especially if financial resources are allocated to high-emission or resource-intensive industries. This outcome highlights a potential unintended consequence of financial openness, where environmental considerations may be secondary to economic or investment objectives. The result is consistent with the findings of Ahmad et al. [87], who, using CS-ARDL and CCEMG techniques, showed that financial globalization negatively impacts environmental quality in G-11 countries.
In addition, the capital formation coefficient is also positive and significant, with a value of 0.202, indicating that a 1% increase in capital leads to a 0.202% increase in the ecological footprint. This result suggests that capital accumulation contributes to environmental degradation by driving up production, industrial activity, and demand for energy—particularly fossil fuels. As capital investment often supports infrastructure and manufacturing expansion, it may unintentionally raise environmental pressure if not directed toward sustainable or low-carbon projects. This finding is in line with the results of Mujtaba et al. [30], who observed a similar relationship in OECD countries, and Li et al. (2023), who reported that capital formation exacerbates ecological footprints in G20 economies. It should be added, however, that Capital formation, particularly through foreign direct investment (FDI), can influence the environment in both positive and negative ways [88]. Together, these results underscore the need for environmentally conscious investment strategies, even in the context of economic development.
The findings of the FMOLS and DOLS estimators, which are employed to verify the robustness of the AMG long-run estimates, are presented in Table 9. Both estimation techniques yield results that are consistent with the AMG findings, thereby reinforcing the reliability and stability of the empirical results. Specifically, green finance and green growth are found to have a negative and significant impact on the ecological footprint, indicating their effectiveness in mitigating environmental degradation. In contrast, economic growth, financial globalization, and capital formation exhibit positive and significant coefficients, confirming their roles in increasing the ecological footprint and contributing to environmental pressure.
Although the AMG, FMOLS, and DOLS estimators provide valuable insights into the long-run effects of each independent variable on the ecological footprint, they do not offer evidence regarding the direction of causality between variables. To address this, the Dumitrescu-Hurlin panel bootstrap causality test is employed, and the results are presented in Table 10.
The causality analysis reveals several important findings. First, there is unidirectional causality running from green finance to the ecological footprint, indicating that changes in green finance Granger-cause changes in environmental sustainability. This result is consistent with Numan et al. [22], who found similar evidence in their study of 13 countries. Second, the results indicate a bidirectional causality between green growth and ecological footprint, suggesting a mutual relationship in which green growth affects environmental outcomes, and environmental pressures may also influence the adoption of green growth strategies. This aligns with the findings of Ahmad and Wu [43] for OECD countries and Lin and Ullah [84], who reported a similar two-way relationship between green growth and CO₂ emissions in Pakistan.
Additionally, the analysis shows that economic growth causes the ecological footprint, confirming that rising income levels contribute to environmental degradation. This result is in line with Bakry et al. [23], who documented a similar causal effect across 76 developing countries. Moreover, a unidirectional causality is identified from financial globalization to ecological footprint, highlighting the environmental consequences of increased financial openness. This finding supports the results of Wang et al. [89], who observed the same direction of causality for countries involved in the One Belt One Road (OBOR) initiative.
Finally, the results show a one-way causality from capital formation to the ecological footprint, suggesting that increases in capital accumulation drive environmental degradation. However, this finding contrasts with Li et al. [24], who found no causal relationship between capital and ecological footprint, indicating that the effect of capital formation on environmental outcomes may vary depending on the country group or methodology used.

5. Conclusion and Policy Implications

Global warming, climate change, and environmental degradation pose serious ecological threats worldwide, underscoring the urgency of pursuing a sustainable environment. In this context, the role of green finance has become increasingly significant. This study investigates the relationship between green finance and the ecological footprint in 13 countries with the highest levels of green financial development, while also examining the impact of green growth, economic growth, financial globalization, and capital on environmental degradation. Long-term effects are estimated using AMG, FMOLS, and DOLS methods, and causality relationships are analyzed with the Dumitrescu-Hurlin panel bootstrap technique.
The findings confirm that all variables are cointegrated. In the long run, green finance and green growth reduce the ecological footprint—and thus environmental degradation—whereas economic growth, financial globalization, and capital exert a positive effect, increasing environmental pressure. The causality analysis shows a bidirectional relationship between green growth and the ecological footprint, while green finance, economic growth, financial globalization, and capital are found to cause the ecological footprint unidirectionally.
These empirical results have direct implications for policymakers. Of particular importance is the observation that green finance and green growth effectively mitigate environmental pollution. As Chin et al. [35] suggest, policymakers can subsidize green loan interest rates, reduce corporate taxes, and establish green loan guarantee schemes. They can also provide green loans to firms for projects that mitigate environmental damage and encourage these companies to adopt environmentally friendly raw materials and green technologies. Expanding the market for green bonds—an essential green finance tool—further supports green growth and enhances environmental quality.
The damage caused by traditional economic growth to the environment elevates the significance of green growth strategies. As emphasized by Mujtaba et al. [30], policymakers should prioritize cleaner investments, provide additional incentives for businesses and industries that generate and use renewable energy, and concentrate on developing ecosystem-friendly renewable energy sources, adhering to a realistic green growth and green economy approach.
Because financial globalization can exacerbate environmental degradation, foreign direct investments and other financial flows—the core components of financial globalization—should be redirected toward ecological innovations and renewable energy, thus mitigating negative environmental impacts. Well-developed financial markets can offer more extensive funding for green initiatives and the transfer and production of eco-friendly technologies. Similarly, measures to minimize the adverse effects of capital formation should be implemented, such as supporting green technological innovations and renewable energy investments in firms with significant capital.
This study focuses on the relationship between green finance and the ecological footprint without including CO₂ emissions or load capacity factor criteria as indicators of environmental degradation. It also excludes determinants like green innovations, economic complexity, institutional quality, and geopolitical risk, which have appeared in recent regression models. Moreover, the sample only includes the 13 countries with the strongest green financial development; consequently, the study does not compare results with countries displaying lower levels of green financial development. Addressing these limitations in future research could facilitate more comprehensive empirical findings and policy recommendations. Methodologically, incorporating CS-ARDL and CS-DL estimators alongside AMG may offer even more robust empirical evidence.

Author Contributions

Conceptualization, B.J., S.S.S., M.D., M.Ç., P.A., A.G.; methodology, S.S.S., M.D., M.Ç.; software, M.D.; formal analysis, S.S.S., M.D., M.Ç.; investigation, B.J., S.S.S., M.D., M.Ç., P.A., A.G.; writing— B.J., S.S.S., M.D., M.Ç., P.A., A.G.; writing—review and editing, B.J., S.S.S., M.D.; visualization, M.Ç., P.A., A.G.; supervision, B.J., S.S.S., M.D.; project administration, B.J., M.D.; funding acquisition, B.J.,. All authors have read and agreed to the published version of the manuscript.

Funding

Please add: The APC was funded by The John Paul II Catholic University of Lublin.

Institutional Review Board Statement

Not applicable.

Informed Consent Statement

Not applicable.

Data Availability Statement

Dataset available on request from the authors.

Conflicts of Interest

The authors declare no conflicts of interest. The funders had no role in the design of the study; in the collection, analyses, or interpretation of data; in the writing of the manuscript; or in the decision to publish the results.

Abbreviations

The following abbreviations are used in this manuscript:
AMG Augmented Mean Group
CO₂ Carbon Dioxide
CS-ARDL Cross-Sectionally Augmented Autoregressive Distributed Lag
CS-DL Cross-Sectionally Distributed Lag
DOLS Dynamic Ordinary Least Squares
EF Ecological Footprint
FMOLS Fully Modified Ordinary Least Squares
FGL Financial Globalization
GDP Gross Domestic Product
GF Green Finance
GGDP Green Growth
GFN Global Footprint Network
IFF International Finance Forum
KOF Konjunkturforschungsstelle (Swiss Economic Institute)
R&D Research and Development
RMSE Root Mean Square Error
SIC Schwarz Information Criterion
WDI World Development Indicators

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Figure 1. Methodological framework.
Figure 1. Methodological framework.
Preprints 156534 g001
Table 1. Description of variables.
Table 1. Description of variables.
Variable Symbol Measurement Source Expected Sign
Ecological Footprint EF Global hectares per capita (gha) GFN -
Green Finance GF Renewable energy public R&D budget
(% of total energy public R&D)
OECD (–) Feng et al. [36]
Green Growth GGDP CO₂ productivity (GDP per unit of energy-related CO₂ emissions) OECD (–) Chen et al. [66]
Economic Growth GDP Per capita GDP (2015 constant US$) WDI (+) Alola et al. [51]
Financial Globalization FGL Financial globalization index Koff Swiss Institute (+) Sadiq et al. [52]
Capital Formation CAP Gross capital formation (% of GDP) WDI (+) Khan & Hou [58]
Table 2. Descriptive statistics of the variables.
Table 2. Descriptive statistics of the variables.
lnEF lnGF lnGGDP lnGDP lnFGL lnCAP
Mean 0.788 1.252 0.717 4.606 1.885 1.344
Median 0.771 1.294 0.716 4.611 1.906 1.345
Std. dev. 0.104 0.340 0.169 0.116 0.070 0.058
Min. 0.539 -0.244 0.334 4.291 1.515 1.175
Max. 1.038 1.798 1.200 4.884 1.962 1.505
Skewness 0.387 -1.195 -0.043 0.201 -2.148 0.062
Kurtosis 2.678 5.293 2.933 3.109 8.883 2.994
Jarque-Bera 10.304 160.567 0.175 2.542 776.151 0.228
Prob. 0.005 0.000 0.916 0.280 0.000 0.891
Obs. 351 351 351 351 351 351
Table 3. Correlation matrix of model variables.
Table 3. Correlation matrix of model variables.
Variables lnEF lnGF lnGGDP lnGDP lnFGL lnCAP
lnEF 1.000
lnGF 0.030 1.000
lnGGDP 0.547 0.219 1.000
lnGDP 0.415 0.075 0.214 1.000
lnFGL 0.241 0.091 0.228 0.065 1.000
lnCAP 0.058 0.122 0.057 0.082 0.108 1.000
Table 4. Cross-Sectional Dependence (CD) test results.
Table 4. Cross-Sectional Dependence (CD) test results.
Variables CD-test p-value Corr. Abs(corr.)
lnEF 28.64 0.000 0.624 0.625
lnGF 11.53 0.000 0.251 0.369
lnGGDP 37.81 0.000 0.824 0.824
lnGDP 39.71 0.000 0.865 0.865
lnFGL 32.61 0.000 0.711 0.714
lnCAP 7.19 0.000 0.157 0.400
Table 5. Slope homogeneity test results.
Table 5. Slope homogeneity test results.
Title 1 Test statistics t-statistics p-value
Pesaran and Yamagata (2008) ~ 12.724*** 0.000
~ a d j u s t e d 14.784*** 0.000
Blomquist and Westerlund (2013) ~ 2.742*** 0.006
~ a d j u s t e d 3.401*** 0.001
Note: *** denotes significance at the 1% level.
Table 6. Panel unit root test results.
Table 6. Panel unit root test results.
Variables Constant Constant and trend
Level lnEF -1.717 -2.638
lnGF -1.973 -2.443
lnGGDP -1.745 -2.314
lnGDP -1.629 -2.496
lnFGL -1.746 -2.446
lnCAP -1.612 -1.945
First difference lnEF -2.902*** -4.037***
lnGF -2.987*** -3.817***
lnGGDP -3.849*** -3.827***
lnGDP -2.602*** -2.693*
lnFGL -3.260*** -3.321***
lnCAP -2.907*** -3.168***
Note: *** denotes significance at the 1% level, and * denotes significance at the 10% level.
Table 7. Cointegration tests results.
Table 7. Cointegration tests results.
Westerlund (2007) Value Z-value p-value
Gt -9.076*** -24.324 0.000
Ga -1.201 6.025 1.000
Pt -15.393*** -6.325 0.000
Pa -12.157 -0.364 0.358
Pedroni Test statistic p-value
Modified Phillips-Perron t 0.106 0.457
Phillips-Perron t -8.311*** 0.000
Augmented Dickey-Fuller t -8.625*** 0.000
Kao Test statistic p-value
Modified Dickey-Fuller t -5.614*** 0.000
Dickey-Fuller t -5.854*** 0.000
Augmented Dickey-Fuller t -0.220 0.413
Unadjusted modified Dickey-Fuller t -13.518*** 0.000
Unadjusted Dickey-Fuller t -8.145*** 0.000
Westerlund Test statistic p-value
Variance Ratio -1.668** 0.047
Note: *** and ** denote significance at the 1% and 5% levels, respectively. The cointegration tests account for the cross-sectional dependence (CSD) structure.
Table 8. AMG estimation results. Dependent variable: lnEF.
Table 8. AMG estimation results. Dependent variable: lnEF.
Coefficient Standard error p-value
lnGF -0.023* 0.013 0.073
lnGGDP -0.133* 0.071 0.063
lnGDP 0.359*** 0.088 0.000
lnFGL 0.237** 0.114 0.039
lnCAP 0.202*** 0.078 0.010
Constant -1.444*** 0.347 0.000
Wald χ2 34.00
Prob. 0.000
RMSE 0.014
Obs. 351
Number of countries 13
Note: *** denotes significance at the 1% level, ** at the 5% level, and * at the 10% level.
Table 9. Robustness check: FMOLS and DOLS estimation results. Dependent variable: lnCO₂
Table 9. Robustness check: FMOLS and DOLS estimation results. Dependent variable: lnCO₂
Variable FMOLS Coefficient p-value DOLS Coefficient p-value
lnGF -0.726*** 0.000 -0.011*** 0.000
lnGGDP -0.785*** 0.000 -0.594*** 0.000
lnGDP 0.994*** 0.000 0.690*** 0.000
lnFGL 0.075** 0.029 0.090 0.288
lnCAP 0.174*** 0.000 0.343*** 0.000
Constant
Obs. 351 351
No. of countries 13 13
Note: *** denotes significance at the 1% level, ** at the 5% level.
Table 10. Panel bootstrap causality test results. Dumitrescu–Hurlin Approach (Dependent variable: lnEF).
Table 10. Panel bootstrap causality test results. Dumitrescu–Hurlin Approach (Dependent variable: lnEF).
Null Hypothesis W-stat. Zbar-stat. Bootstrap p-value Results
lnGF ≠˃ lnEF 2.438 3.666* 0.055 lnGF → lnEF
lnEF ≠˃ lnGF 1.163 0.417 0.815 No
lnGGDP ≠˃ lnEF 4.869 9.866*** 0.010 lnGGDP ⇄ lnEF
lnEF ≠˃ lnGGDP 3.620 6.681** 0.015 lnEF ⇄ lnGGDP
lnGDP ≠˃ lnEF 4.652 9.312*** 0.010 nGDP → lnEF
lnEF ≠˃ lnGDP 1.276 0.706 0.695 No
lnFGL ≠˃ lnEF 7.301 4.208* 0.095 lnFGL → lnEF
lnEF ≠˃ lnFGL 4.796 1.015 0.640 No
lnCAP ≠˃ lnEF 2.673 4.266* 0.060 lnCAP → lnEF
lnEF ≠˃ lnCAP 2.421 3.623 0.135 No
Note: ***, **, and * denote significance at the 1%, 5%, and 10% levels, respectively. Bootstrapped p-values are based on 500 replications. The optimal lag length was selected using the Schwarz Information Criterion (SIC).
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