4.1. Descriptive Statistics and Correlations
Table 1A presents values for the Gini coefficient and the Circular Economy Policy Intensity (CEPI) index for a selected set of countries representative of different income levels and regions.
Table 1B presents descriptive statistics and bivariate correlations. The average Gini coefficient is 39.2 (SD = 8.7), with substantial variation across countries (26.4 in Norway to 46.1 in Nigeria). The CEPI has a mean of 60.5 (SD = 21.8), and values range from 15.3 (Yemen) to 96.9 (Denmark).
Figure 2 complements the regression results by showing the raw relationship between CEPI (0–100 on the
x-axis; higher values indicate more ambitious energy-efficiency and renewable-energy regulations) and the Gini coefficient on the
y-axis (higher values = greater inequality), stratified by three levels of institutional quality. Each point in the graph represents a country in a specific year (N = 270 observations).
Figure 2 visually illustrates this relationship using scatter plots stratified by institutional quality tertiles (WGI), revealing clearly divergent patterns: in countries with high WGI (upper tertile), there is a negative correlation between CEPI and Gini (r = −0.34,
p < 0.01), while in countries with low WGI (lower tertile), the correlation is positive and significant (r = 0.42,
p < 0.01). This preliminary visual pattern anticipates the interaction results we present in formal regression models, showing that the same policy (higher CEPI) has opposite effects across institutional contexts.
Therefore, for countries with weak institutions (indicated by the ascending red line, e.g., Yemen and Brazil), the greater the circular ambition, the greater the inequality (r = 0.42, p < 0.01). For example, Brazil has a CEPI of 42 and a Gini of 53.4; if it raised its CEPI to European levels without improving its institutions, we could expect its Gini to rise to 56–58.
For countries with intermediate institutions (an almost flat yellow line, e.g., Spain and Chile), there is no clear relationship (r = 0.08, not significant). Circular policies neither help nor harm distribution.
For countries with strong institutions (the descending green line, e.g., Norway and Denmark), the greater the circular ambition, the lower the inequality (r = −0.34, p < 0.01). For example, Denmark has a CEPI of 89.9 and a Gini of 27.9—its successful circular economy coexists with high equity.
The raw correlation between CEPI and Gini is not significant (r = 0.11, p = 0.18), suggesting that the average total effect of circular policies on inequality is ambiguous without considering moderators, but when stratified by institutional quality, divergent patterns emerge. There are countries with weak institutions (WGI < 0.3, r = 0.42; Yemen, Venezuela, and the Democratic Republic of Congo) and strong institutions (WGI > 0.90, r = −0.34: Norway, Switzerland, and Denmark). This preliminary pattern is consistent with our central hypothesis of conditional institutional effects.
4.1.1. Fixed Effects Model Results
Table 2 presents the results of the fixed effects models. Column (1) shows that, without controlling for moderators, CEPI has a positive but insignificant effect on Gini (β = 0.042, SE = 0.031,
p = 0.18). Column (2) introduces WGI_Composite, revealing that its direct effect is negative and significant (β = −2.84, SE = 0.67,
p < 0.001). Column (3) adds the critical interaction: the coefficient of CEPI × WGI is negative and highly significant (β = −0.089, SE = 0.028,
p < 0.001), confirming H1. This indicates that in weak institutional contexts (low WGI), circular policies increase inequality, whereas in strong institutional contexts, they reduce it.
Figure 3 shows the marginal effects of the CEPI across institutional quality (WGI;
x-axis: higher values indicate better institutions). The
y-axis tackles the effect on inequality (positive = increases; negative = reduces). The figure’s key finding is that the impact of circular policies on inequality depends fundamentally on institutional quality.
In countries with weak institutions (WGI < 0.5, such as Yemen, Venezuela, and Nigeria), implementing ambitious circular policies increases the Gini coefficient by approximately 0.20 points. This is equivalent to reversing 5–7 years of typical inequality reduction in developing countries. In countries with intermediate institutions (WGI between 0.5 and 1.4, such as Spain, Chile, and Mexico), the effect is neutral or slightly positive, i.e., circular policies do not significantly affect inequality. Only in countries with very strong institutions (WGI > 1.39), such as Norway, Switzerland, and Denmark (which together represent just 23% of our sample), do circular policies succeed in reducing inequality while improving the environment. In other words, for 77% of the world’s countries, implementing a circular economy without prior institutional reforms can deepen existing social gaps, contradicting the assumption that it is universally socially beneficial. Its distributive impact depends critically on the institutional context.
4.1.2. Identification of Thresholds
Solving β1 + β3⋅WGI = 0, we obtain WGI* = 0.124/0.089 = 1.39. This implies that only countries in the 85th percentile or higher in institutional quality (Norway, Switzerland, Denmark, and Singapore) experience progressive effects from circular policies. For 77% of countries with WGI < 1.39, policies are regressive due to the absence of compensatory measures. It is important to clarify that the WGI value ≈ 0.5 described above represents a threshold distinguishing weak from intermediate. In contrast, in international contexts, the analytically derived threshold (WGI = 1.39) identifies the point at which the marginal effect of circular policies on inequality becomes negative.
4.1.3. Heterogeneity by Level of Development (H1)
To assess the sensitivity of the CEPI × WGI conditional effect to income contexts, we replicated model H1 in high-, medium-, and low-income subsamples (
Table 3). The effects are more pronounced in medium- and low-income countries, consistent with greater institutional dispersion and the relevance of thresholds.
Conditional effects are more pronounced in middle-income (β3 = −0.098, p < 0.01) and low-income (β3 = −0.142, p < 0.10) countries than in high-income countries (β3 = −0.034, p = 0.34). This suggests that in advanced economies with universally strong institutions, marginal differences in WGI matter less, whereas in developing countries, crossing institutional thresholds has transformative effects. A Chow test was performed to compare coefficients between high-income and middle/low-income subsamples. The test rejects the null hypothesis of coefficient equality (F = 5.12, p = 0.026), confirming that the institutional threshold effect is statistically different and more pronounced in developing economies.
H2–H5 (Columns 4–7 in Table 2): Additional moderators show statistically significant interactions in the theoretically expected direction. The positive interaction (β = 0.094,
p < 0.05) confirms H2: in countries with a Tertiary-Skill Surplus (positive SSB), where the labor structure is skewed towards elites, circular policies tend to be regressive. This supports the ‘capture’ mechanism: when there is an abundance of high-skilled workers relative to the number of technical roles, benefits concentrate at the top.
In contrast, social protection (H3) shows a negative and significant moderating effect (β = −0.067, p < 0.05), with its effectiveness depending on the level of institutional quality. To address potential construct validity issues, we tested H4 by separating digital payments from access to SME financing. Digital Payments showed a negative and significant moderating effect (β = −0.002, p < 0.1), confirming that reducing transaction costs facilitates market participation. SME Finance Access exhibited stronger negative moderation (β = −0.041, p < 0.1), suggesting that capital availability is critical for scaling circular enterprises. Equal opportunities (H5) (β = −0.068, p < 0.05) reduce the magnitude of regressive effects. Taken together, these results are consistent with H3–H5, highlighting that mitigating adverse distributional impacts depends on the interaction between circular policies and institutional and structural mediators.
Figure 4 presents a comparative panel of marginal effects for the five moderators, allowing the magnitude and direction of each conditional effect to be visualized simultaneously. Each sub-graph shows the same type of analysis as
Figure 2, but for different moderators. The
x-axis measures the moderator (which varies across panels), and the
y-axis measures the marginal effect values, indicating the effect of an increase in PI on Gini (positive = increases inequality). The blue line shows the estimated effect, and the gray bands show the 95% confidence interval. In all cases except the SSB, they show patterns of negative moderation (a downward slope), indicating that their presence attenuates the regressive effects of CEPI. The SSB shows the opposite pattern (an upward slope), confirming its role as an amplifier of inequality in circular transitions.
The marginal effects of circular policies on inequality vary significantly according to five institutional and socioeconomic moderators. Institutional quality (H1) shows a consistent negative relationship: stronger institutions reduce regressive impacts, constituting a foundational enabling condition for all other moderators to operate effectively. The Skill Structure Balance (H2) is the most critical determinant, exhibiting the steepest positive slope: in contexts where the tertiary-over-secondary surplus exceeds 20 percentage points—indicating a labor market skewed toward high-skilled elites—circular economy benefits concentrate disproportionately among the most qualified, exacerbating inequality through the capture mechanism. In labor markets with near-zero or negative SSB, where technical-intermediate workers constitute a broader base, distributional outcomes are markedly more equitable. Social protection (H3), digital–financial inclusion (H4), and equal employment opportunities (H5) have negative slopes, indicating that broad social coverage, digital access, and effective anti-discrimination frameworks attenuate adverse effects and democratize access to green jobs. Overall, while institutional quality functions as the enabling condition and SSB as the primary amplifier of regressive risk, the combination of social protection, digital inclusion, and equal opportunities maximizes the progressive distributional potential of circular economy policies.
The results of model 1 (
Table 2) robustly confirm hypothesis H1. The CEPI × WGI interaction coefficient is negative and statistically significant (β = −0.87, SE = 0.14,
p < 0.001), indicating that institutional quality fundamentally alters the effect of circular policies on inequality. In practical terms, each one-point improvement in institutional quality reduces the regressive effect of circular policies by 0.089 Gini points.
Marginal effects reveal critical thresholds for effective policies. A 1-point increase in CEPI has the following impact in different cases:
In countries with a WGI of >0.7 (Norway and Denmark), it reduces Gini by 2.1 points.
In countries with a WGI of 0.3–0.7 (Spain and Chile), its effect is neutral (ΔGini = −0.3, p = 0.21).
In countries with a WGI of <0.3 (Venezuela and Yemen), it increases Gini by 1.8 points.
As explored in the discussion section, these moderating effects do not operate uniformly across countries but depend critically on the underlying institutional context.
4.2. Instrumental Variable Results
To address endogeneity in causal analysis, we applied the Two-Stage Least Squares (2SLS) method, which allows us to isolate the causal effect of circular policies on inequality and prevent spurious correlation (i.e., more equitable countries adopting more policies) from distorting the results. We thus confirm that the identified conditional relationship—circular policies reduce inequality only in strong institutional contexts—is not a statistical artifact, but a robust pattern.
Table 4 presents the results.
The first stage shows that both instruments strongly predict CEPI. Environmental Treaties (lagged) has a coefficient of 2.85 (SE = 0.61, p < 0.001), and Renewable Potential has a coefficient of 1.88 (SE = 0.53, p < 0.001). The F-statistic is 24.3, exceeding the threshold of 10 for discarding weak instruments.
The second-stage results confirm the conditional effect identified in the fixed-effects models. The interaction between CEPI and institutional quality is negative and statistically significant (β = −0.127, SE = 0.041, p < 0.01), and its magnitude is larger than in the FE specification. This indicates that baseline OLS and fixed-effects estimates underestimate the true conditional impact of circular economy policies due to endogeneity from reverse causality: more equitable and institutionally stronger countries tend to adopt more ambitious circular economy policies earlier. Once this bias is corrected using instrumental variables, the institutional threshold effect becomes more pronounced, reinforcing the causal interpretation of H1.
Given the evidence of endogeneity in CEPI (Durbin–Wu–Hausman,
p = 0.048),
Table 4 presents IV estimates on the interaction between circular economy policies and institutional quality (H1). Additional IV estimates, including interactions with SSB, social protection, financial inclusion, and equal opportunities (H2–H5), yield qualitatively similar results in terms of sign and relative magnitude, with no reversal of the main conclusions, which are not included due to space limitations. The IV coefficient is substantially higher than its fixed-effects counterpart (43% higher), suggesting that base models underestimate the distributional impact of circular economy policies due to endogeneity.
To further assess whether this result is sensitive to instrument choice,
Table 5 reports robustness checks for the instrumental-variable strategy using alternative instrument sets: (i) environmental treaties only, (ii) renewable energy potential only, (iii) excluding the peer-pressure instrument, and (iv) a longer lag for treaties (t − 3).
Across all specifications, the coefficients on CEPI and the CEPI × WGI interaction retain their sign and comparable magnitude to the baseline estimates. This indicates that the core results are not driven by any single instrument, peer effects, or lag structure, reinforcing the credibility of the IV identification strategy.
The impact of circular policies varies with institutional quality: it tends to decrease. At the same time, quality in countries with robust institutions may intensify inequality in nations with less effective institutions. Developing countries should first focus on strengthening government and social protection, then expand circular regulation. Consolidated countries accelerate CEPI with less risk, obtaining environmental and social benefits simultaneously.
While the baseline models provide strong evidence for the moderating roles of skill structure and digital finance, it is critical to verify the robustness of these findings to alternative operationalizations. Specifically, we address potential concerns about measuring the Skill Structure Balance (SSB) and the composite nature of Digital Financial Inclusion. First, we tested whether the results were sensitive to the SSB scale by using a normalized measure (SSB_norm = (Tertiary-Secondary)/Tertiary). Second, to disentangle the mechanisms proposed in H4, we decomposed the Digital Inclusion index into its two constituent dimensions: digital payments (transaction cost reduction) and access to SME finance (capital availability). The results of these sensitivity analyses are presented in
Table 6.
The robustness checks confirm the validity of our baseline specifications. Columns (1) and (2) show that the interaction between circular policies and the skill structure remains positive and significant regardless of the operationalization used, reinforcing the interpretation that a surplus of high-skilled labor drives regressive outcomes. Similarly, Columns (3) and (4) reveal that both components of digital inclusion—Digital Payments (β = −0.002, p < 0.10) and SME Finance (β = −0.041, p < 0.10)—exert a negative moderating effect on inequality. This suggests that reducing transaction costs and improving access to capital function as complementary buffers rather than as substitute mechanisms. Having established the robustness of these individual effects, we now turn to a configurational analysis (fsQCA) to examine how these conditions combine to create pathways for inclusive circular transitions.
4.3. Configurations for Fair Transitions (fsQCA)
The fsQCA analysis of the 90-country averaged dataset reveals that while no single condition is strictly necessary for low inequality, high institutional quality (fs_WGI) emerges as a quasi-necessary condition (consistency = 0.93), reaffirming its foundational role identified in the regression models.
The sufficiency analysis (
Table 7) identifies three distinct configurations—termed “pathways”—that are sufficient for achieving inclusive circular transitions (solution consistency: 0.86; solution coverage: 0.61), demonstrating equifinality.
First, the Institutional Buffer Path (~fs_CEPI × fs_WGI) accounts for the largest share of successful cases (raw coverage: 0.45). This pathway includes countries with high institutional quality but modest circular policy implementation (e.g., Denmark, Norway). It suggests that strong state capacity and the rule of law are sufficient to maintain low levels of inequality even before ambitious circular regulations are fully deployed.
Second, the Welfare & Skills Path (~fs_SSB × fs_SocProt) highlights the structural importance of human capital and social safety nets (raw coverage: 0.37). In this configuration, found in countries such as Germany and Austria, a balanced skill structure (low SSB) combined with high social protection coverage ensures equitable distribution, independent of the intensity of circular policies.
Crucially, the analysis reveals a third Compensatory Greening Path (fs_CEPI × ~fs_WGI × fs_SocProt). This configuration is theoretically significant: it shows that countries with weak institutions (~fs_WGI) can still achieve low inequality through ambitious circular policies (fs_CEPI), but only if they possess high social protection coverage. Observed in countries such as Costa Rica and Uruguay, this pathway validates the “buffer” hypothesis: social protection serves as a critical compensatory mechanism that mitigates the distributional risks of the green transition in contexts with limited institutional capacity.
An interesting divergence arises regarding social protection. While regression analysis suggests strong cushioning effects at coverage >70%, fsQCA identifies coverage >50% as ‘almost necessary’. This suggests a non-linear relationship: 50% coverage serves as a baseline institutional floor (a necessary condition) to prevent catastrophic social fallout during the transition, while the strong mitigating effect on the magnitude of inequality only becomes apparent at higher coverage levels (>70%). This distinction is crucial for policy sequencing.