To assess the impact of criminal activities on Italian economic growth, we use a regional dynamic panel data model with a GMM estimator (Arellano and Bond, 1991; Arellano and Bover, 1995; Blundell and Bond, 1998). While these models may not fully capture the long-run growth dynamics, they provide valuable insights into the drivers of economic performance over relatively short to medium-term horizons. Moreover, the inclusion of the lagged dependent variable as a covariate allows the persistence of agents' behavior to be captured with a partial adjustment mechanism. The model also takes into consideration endogenous and predetermined variables across regions, thus allowing for the identification of commonalities and differences in growth dynamics that provide insights into the role of specific factors in driving short-/medium-term growth. This contributes to a better understanding of regional disparities and growth differentials, although the limited time frame does not allow for insights into regional convergence.
Our benchmark equation takes the following form:
\(\:{y}_{i,t}=\gamma\:\:\:\alpha\:{y}_{i,t-1}+X{{\prime\:}}_{it}\beta\:+Z{{\prime\:}}_{it}\gamma\:\:\:+{\eta\:}_{i}+{v}_{it}\) , with (1)
where the error term \(\:{\epsilon\:}_{it\:}\) has two components: the fixed effects \(\:{\eta\:}_{i\:}\) and the idiosyncratic shocks \(\:{v}_{it\:}\). Our dependent variable, \(\:{y}_{i,t\:}\), represents economic growth in region i at time t. The matrix X’i,t includes all the economic regressors at a regional level, whereas the matrix \(\:Z{{\prime\:}}_{it}\) includes the criminal variable tested. The correlation of the lagged dependent variable, \(\:{y}_{i,\:t-1\:}\), with the fixed effects in the error term, causes Nickell’s (1981) dynamic panel bias, which can be overcome by taking the first differences of the original model (Eq. 2):
$$\:\varDelta\:{y}_{it}={\lambda\:}_{1}\varDelta\:{y}_{i,t-1}+{\lambda\:}_{2}\varDelta\:X{{\prime\:}}_{it}+{\lambda\:}_{3}\varDelta\:Z{{\prime\:}}_{it}+\varDelta\:{v}_{it}$$
2
The first difference estimator eliminates time-invariant regressors and fixed effects. To ensure robustness, we refer to both the GMM estimates in levels as our main results and the difference GMM estimation as a robustness check.6 We are aware of the fact that the correlation between the differenced lagged dependent variable (and other endogenous variables) and the disturbance process may still remain. For this reason, along with the internal instruments employed in the present empirical setup, we also instrument the variables of the GMM with external instruments, given that the usage of internal instruments may not be sufficient to remove the endogenous components in the data.7 To assess this issue, we rely on the Arellano-Bond test, on the over-identifying restrictions of Sargan/Hansen tests, and on the instrument-diagnostic suggested by Bazzi and Clemens (2013). Furthermore, we present estimates obtained with OLS and fixed effects (FE) regressions as a robustness check, focusing specifically on the lagged dependent variable. The OLS regression accounts for the positive correlation between the lagged dependent variable and the error term due to fixed effects, leading to an upward-biased coefficient. Conversely, the FE estimator yields a downward biased coefficient. The robust GMM estimates of the lagged dependent variable are expected to lie between these bounds.
Referring to the above framework, our empirical strategy consists of estimating, first, the model related to the economic growth of the Italian economy in the absence of counterfeiting. Table 3 provides the output of the two-step GMM regression of regional economic growth in the absence of counterfeiting (column A), where we select among the variables considered in the literature by adopting a general-to-specific methodology (Hendry, 1993; and Hoover and Perez, 1999). As a robustness check, columns B and C present the OLS and FE regressions, respectively. Second, Table 4 provides the results of the two-step GMM regression of regional economic growth, taking into consideration the effect of counterfeiting (column A), with columns B and C presenting the OLS and FE regressions, respectively. In either table, the standard errors are adjusted for the correction of Windmeijer (2005), and the inclusion of the lagged dependent variable accounts for the persistence of the time series (Watt and Janssen 2003).
In both cases, we use instruments to mitigate potential endogeneity bias in some regressors in both the “GMM-style” and “IV-Style” matrices. These include proxies for regional competitiveness (lagged), such as labor productivity (ALP), private investments for tangible goods, and R&D, but also economic policy variables like social benefits and indirect taxation. We include other lagged regressors in Table 4, such as CAD and CAV, as internal instruments based on endogeneity tests.
The validity of the instruments is assessed using the Sargan test of over-identifying restrictions and the Hansen test, both confirming the appropriateness of our instruments. We also conduct the instrument diagnostics suggested by Bazzi and Clemens (2013) to address potential identification problems. The under-identification test based on the Kleibergen-Paap LM statistic and the overidentification test based on the Hansen J statistic from an extended instrumental variables estimation further support the validity of the instruments. Additionally, we employ the Arellano-Bond test to detect autocorrelation in the idiosyncratic disturbance term, which can render some lags invalid as instruments even after controlling for fixed effects. The Arellano-Bond test confirms the suitability of our instruments. We also conduct a test of the endogeneity of the regressors, specifically related to counterfeiting activities (CAD and CAV), following Baum et al. (2007). The test indicates that these potentially endogenous variables can be considered exogenous in the empirical investigation. However, we acknowledge that this test does not fully address all issues related to endogeneity, which we mitigate by employing the GMM estimator. Finally, we include the Hansen test, excluding group statistics related to the exclusion restriction. Nevertheless, we recognize that the test for the exogeneity of instrument subsets may be weakened due to the limited degree of overidentification (Roodman, 2009b).
Table 3 reports the GDP growth estimates, revealing significant regional economic inertia through the significant influence of lagged GDP growth on current economic performance, thereby highlighting the path-dependent nature of regional economic development. This inertia reflects the embeddedness of past economic activities and outcomes in shaping future growth trajectories, underscoring the persistent effect of historical growth rates on current and future economic dynamics. The underlying mechanisms of this inertia include the slow adjustment of markets to shifts in investment levels, consumer spending patterns, and regulatory changes, which collectively influence the economic fabric of regions over time.
The analysis reveals a robust positive relationship between labor costs, W, our measure of competitiveness, and economic growth. This association implies that regions with higher labor costs, possibly due to the presence of specialized labor, contribute more significantly to GDP growth, indicating the benefits of investing in human capital and specialized skills.
Similarly, labor productivity, ALP, another measure of competitiveness, has a positive and statistically significant impact on growth. The higher elasticity of labor costs compared to productivity calls back the productivity gap between the north-central and the southern regions of Italy, which drives development disparities and economic divisions. The gap discrepancy has been explained by the prevalence of skill-intensive production processes only in some parts of the country. Daniele (2021) underlines that firms in Southern regions pay lower average wages than in the Center-North and employ workers with lower qualifications and productivity. This difference depends on the characteristics of the regional production structure, namely the firm size (see Berlingeri et al., 2018), the sectoral composition in which they operate (e.g., manufacturing is more present in the Center-North) and product diversity. The uneven distribution of high-skill industries suggests that regions that have succeeded in developing or attracting such sectors have moved ahead, exacerbating the productivity gap. Southern regions, facing a shortage of skill-intensive sectors, are also experiencing a "brain drain" as skilled workers migrate to more prosperous areas in search of better opportunities and wages.
The findings emphasize the intertwined nature of wages and productivity. High wages can both reflect and foster high productivity, creating a virtuous circle of growth in regions where both are present. This interplay is crucial for policymakers to understand, as it highlights the need to create conditions conducive to both skilled labor and productivity growth in order to reduce regional economic disparities. Such conditions can include investments in education and training, incentives for industries to locate in lagging regions, and infrastructure development that facilitates the mobility of skilled workers and the distribution of goods and services from these new productivity centers.
Table 3
GDP growth and the main determinants in the absence of shadow economy
Variables | A GMM | B OLS | C FE |
| Wald chi2(13) = 7.09e + 08 Prob > chi2 = 0.000 | F(13, 166) = 92428.30 Prob > F = 0.0000 R-squared = 0.9999 Adj R-squared = 0.9999 Root MSE = .01342 | R-squared: Within = 0.9317 Between = 0.9995 Overall = 0.9994 F(13,147) = 154.15 Prob > F = 0.0000 |
Yt−1 | 0.809*** (0.069) | 0.828 (0.029) | 0.323 (0.050) |
W | 0.131*** (0.0566) | 0.114 (0.026) | 0.403 (0.059) |
ALP | 0.035*** (0.015) | 0.042 (0.013) | 0.239 (0.039) |
INVESTMENT | 0.039*** (0.017) | 0.037 (0.010) | 0.0459 (0.015) |
R&D | 0.024*** (0.005) | 0.024 (0.005) | 0.048 (0.029) |
TIME DUMMIES | YES | YES | YES |
Constant | 0.346*** (0.110) | 0.320 (0.060) | 3.105 (0.556) |
Sargan test: χ2= = 39.25 Prob > χ2 = 0.026 | | |
Hansen test χ2 = 8.51 P > χ2 = 0.998 |
Arellano-Bond test for AR(1): z = -2.39 Pr > z = 0.017 |
Arellano-Bond test for AR(2): z = 1.06 Pr > z = 0.290 |
Difference-in-Hansen tests of exogeneity of instrument subsets GMM instruments for levels Hansen test excluding group: χ2 = 8.51 Prob > chi2 = 0.970 Difference (null H = exogenous): χ2 = 0 Prob > chi2 = 1.000 IV L.logsubs L.logindtax L2.logALP L2.loginvestment L.logR&D time) Hansen test excluding group: χ2 = 3.63 Prob > chi2 = 1.000 Difference (null H = exogenous): χ2 = 4.88 Prob > chi2 = 0.560 |
Notes: Number of observations = 180, number of groups = 20. The empirical investigation is performed under small sample adjustments. Standard errors are in parenthesis. ***, **, and * correspond to the 1%, 5% and 10% level of significance, respectively. |
Consistent with previous research (Romer, 1987, 1990; Jones, 1995; Grossman and Helpman, 1991; Aghion and Howitt, 1992), private investment in physical goods and R&D emerge as important determinants of growth. These investments, which are crucial for technological progress and innovation, have implications for a region's growth trajectory and long-term economic development. In this regard, IPR protection plays a critical role in securing the returns on these investments and fostering an environment conducive to innovation, economic expansion, and industrial development. Effective IPR enforcement can help address historical disparities in regional economic development and ensure that all regions benefit from private investment and innovation-driven growth. Thus, the interplay between private investment, R&D activities, and IPR protection is fundamental to achieving balanced and sustainable regional economic growth.
In Table 4, the main indicators of criminal activity directly related to counterfeiting, the value of the seized counterfeits and the average dimension of fakes’ seizures, respectively, CAD and CAV, are added to the model. The results for both coefficients are highly significant and statistically different from each other, with a positive impact of the dimension of counterfeit (CAD) and a negative impact of the value of counterfeit (CAV), signaling omitted variable misspecification in the apparently robust estimation results in Table 3. In particular, the variable representing the presence of counterfeiting activities, namely CAD, shows a positive and statistically significant correlation with the level of economic growth. This finding mainly captures the role of counterfeiting in certain Italian regions, where a massive amount (mostly of low-value or low-quality) of counterfeit goods are either imported or produced locally, falsely labeled, and then distributed abroad or to other regions. However, this is only one facet of the phenomenon. More importantly, our estimates reveal a negative and statistically significant relationship between the estimated value of counterfeits (CAV) and economic growth. The estimated negative coefficient implies that high-value and lucrative counterfeiting activities negatively impact economic growth, thereby affecting regional economic activity by infringing IPR and suppressing legal production and legitimate exchange. This finding underscores the vulnerability of prestigious Italian brands to counterfeiting practices. Moreover, the results highlight the dualistic relationship between different dimensions of counterfeiting activity and economic growth. While the positive coefficient of CAD suggests that the overall presence of counterfeiting activity stimulates economic growth, the negative coefficient of CAV highlights the detrimental impact of highly profitable counterfeiting ventures on economic activity at the regional level. The contrasting effects of the size and value of counterfeits that produce a positive net economic impact of counterfeiting on growth go beyond the mere volume and value of illicit production and exchange.
Interestingly and unexpectedly, when controlling for the presence of counterfeits, there is a significant increase in the estimated elasticities of most of the conventional drivers of economic growth (the impact of gross wages, productivity, and R&D on economic growth becomes more pronounced than in Table 3, where we do not control for counterfeiting) and a strong reduction the coefficient of the lagged GDP growth rate that indicates that past economic performance reduces its influence on current growth when isolating counterfeit.
Dwelling into the implications of these results that disclose the effect of each variable on the legal market once illegal activities have been controlled for, the increased estimated elasticity of gross wages on growth suggests the presence of the real negative effect of counterfeit on the development path. Counterfeiting absorbs low-paid jobs in the illegal manufacturing sectors. The higher impact of wages on growth could be, therefore, also indicative of innovative industries that, in the legal market, move towards more sophisticated, high-quality goods and services, which require more skilled labor, which, in turn, further enhances productivity and, thus, economic growth. In addition, since workers in the legal sectors are likely to earn higher wages, they could further stimulate consumption and economic activity.
Regarding productivity, the increased estimated elasticity of ALP, when controlling for counterfeiting activities, shows that the real productivity gains of legal activities become more important for economic growth than what emerges when discarding the activities of criminal organizations. In other words, counterfeiting erodes the competitive advantage of genuine producers via reduced returns on investment in innovation and low-quality improvements. In the absence of illicit activities, productivity gains in genuine sectors would have a larger impact, close to that of advanced countries, as they help to maintain competitiveness, promote innovation, and support economic growth. This interpretation underscores the importance of efficiency and innovation in economies faced with illicit economic activity.
Table 4
GDP, counterfeiting and the conventional determinants
Variables | A GMM | B OLS | C FE |
| Wald chi2(15) = 2.68e + 08 Prob > chi2 = 0.000 | F(15, 164) = 82102.07 P > F = 0.0000 R-squared = 0.999 Adj R-squared = 0.9999 Root MSE = .01325 | R-squared: Within = 0.9320 Between = 0.9995 Overall = 0.9994 F(15,145) = 132.59 Prob > F = 0.0000 |
Yt−1 | 0.7094 *** 0.0578 | 0.7956 0.0350 | 0.3228 0.0502 |
CAV | -0.0084439 *** 0.0028656 | -0.0024 0.0010 | -0.0001 0.0009 |
CAD | 0.0137 *** 0.0042 | 0.0040 0.0020 | -0.0023 0.0030 |
W | 0.1824 *** 0.0354 | 0.1318 0.0269 | 0.4073 0.0593 |
ALP | 0.0486 *** 0.0183 | 0.0471 0.0155502 | 0.2365 0.0393 |
INVESTMENT | 0.065*** 0.0278 | 0.0445 0.0118 | 0.0438 0.0154 |
R&D | 0.0382*** 0.0074 | 0.0287 0.0068 | 0.0440 0.02998 |
TIME DUMMIES | YES | YES | YES |
Constant | 0.5652133 *** 0.1111545 | 0.3891 0.0820 | 3.1249 0.5588 |
Sargan test: χ2= = = 27.45 Prob > chi2 = 0.386 | | |
Hansen test χ2= = 4.03 Prob > chi2 = 1.000 |
Arellano-Bond test for AR(1): z = -2.51 Pr > z = 0.012 |
Arellano-Bond test for AR(2): z = 0.96 Pr > z = 0.339 |
Difference-in-Hansen tests of exogeneity of instrument subsets GMM instruments for levels Hansen test excluding group: χ2 = 3.28 Prob > χ2 = 1.000 Difference (null H = exogenous): χ2 = 0.75 Prob > χ2 = 1.000 iv(L.logsubs L.logindtax L.ogCAD L2.logCAV L2.logALP L2.loginvestment L.logrd time) Hansen test excluding group: χ2 = 2.10 Prob > χ2 = 1.000 Difference (null H = exogenous): χ2 = 1.93 Prob > χ2 = 0.983 |
Notes: Number of observations = 180, number of groups = 20. The empirical investigation is performed under small sample adjustments. Standard errors are in parenthesis. ***, **, and * correspond to the 1%, 5% and 10% level of significance, respectively. |
The observation that the elasticity of investment also increases after controlling for counterfeiting may reflect the nuanced role of investment that could be channeled either into legal sectors to combat the negative effects of counterfeiting or into sectors that have robust protection against counterfeiting. Such investments could include advanced manufacturing technologies, intellectual property protection measures, or sectors with high barriers to entry. This strategic reallocation of investment yields higher legal returns regarding economic growth, as it not only combats the direct effects of counterfeiting but also fosters innovation and productivity in less affected sectors.
The increased elasticity of R&D underscores innovation's critical role in driving legal market economic growth. In contexts where counterfeiting is a significant concern, the low incentives for R&D can dilute the average legal returns on investment in new technologies and products. However, our findings suggest that when counterfeiting is explicitly controlled, R&D contribution to economic growth becomes more relevant. R&D activities can help legal firms and economies maintain a competitive edge, ensuring that they stay ahead of counterfeit competitors through continuous innovation and improvement.
Finally, our analysis reveals a significant refinement in the understanding of regional economic growth determinants. Notably, we observe a marked reduction—approximately 10%—in the coefficient of lagged GDP growth. This reduction signifies that, when accounting for the presence of counterfeit activities, past economic performance exerts a diminished influence on current growth rates. Counterfeiting, by introducing fake products into the market, undermines the profits of legitimate businesses, thereby dampening their ability to invest in innovation and development. This, in turn, stymies the economic dynamism necessary for overcoming inertia and fostering sustainable growth. Moreover, the widespread presence of counterfeit goods can tarnish regions' reputation as hubs of legitimate production, adversely affecting their attractiveness to external investments and complicating the market signals necessary for identifying genuine economic opportunities. The implications of these findings are profound, suggesting that effective policies against counterfeiting are not merely a tool for protecting intellectual property but also a critical lever for mitigating regional economic inertia. By bolstering the enforcement of intellectual property rights, enhancing international cooperation against the flow of counterfeit goods, and raising awareness about the detrimental impacts of counterfeiting, policymakers can stimulate a more dynamic and sustainable regional economic growth pathway. This insight urges policymakers and scholars alike to reconsider the mechanisms of regional growth, advocating for a clean economic space where genuine innovation and productivity can flourish unimpeded by the shadow of counterfeiting.
In summary, our main findings are as follows:
1- A dual effect of counterfeiting, with an ultimately net positive impact on growth.
2- Upon controlling for the influence of counterfeiting, the rise in the elasticities of traditional drivers of economic growth mirrors patterns observed in developed nations, whereas the significant reduction in the lagged GDP growth coefficient shows that illegal activities are a critical lever for exacerbating regional economic inertia.
All this indicates the primary adverse effects of criminal activities on the economic framework. Eliminating counterfeiting infiltration from the Italian production system and employing all input in the legal sectors would be associated with increased economic growth. In addition, these results shed light on the complex interplay between counterfeiting and economic dynamics. It suggests that once counterfeiting is isolated, we find enhanced contributions from wages, productivity, investment, and R&D to sustain and drive economic growth while mitigating the economic inertia. This result confirms the importance of considering criminal organizations’ counterfeiting activities for the variables that most impact Italian economic growth and underscores the necessity of purging economic analyses of such distortive influences to attain a clearer, more accurate depiction of economic health and growth potential.
Businesses’ adaptation to counterfeiting may also involve strategic shifts towards sectors and activities less vulnerable to counterfeiting, heightened emphasis on innovation, and the development of products and services that offer genuine value beyond what counterfeit goods can provide. These findings underscore the need to consider the presence of counterfeiting as a critical factor when evaluating and formulating policies to promote economic growth. Policymakers can use these findings to develop targeted strategies prioritizing initiatives that strengthen legitimate growth drivers.