4.1. The Impact of Tax Incentives for Urban Regeneration Projects on GRDP, Aging Housing Ratio, and Housing Price Fluctuations
The analysis regarding the influence of tax incentives on URP on regional gross domestic product (GRDP) indicates that these projects enhance the GRDP. However, this effect is comparatively lower in non-metropolitan regions. As presented in
Table 2, the URP coefficient is statistically significant, with a value of 0.2475 (
p < 0.05). Additionally, the interaction variable URP*Local has a statistically significant coefficient of −0.2763 (
p < 0.05).
As control variables, Fiscal Autonomy (FA) has statistically significant coefficients of 0.0703 (
p < 0.01) and 0.0615 (
p < 0.01), indicating that regions with higher levels of fiscal autonomy correspond to higher GRDP. In addition, both the coefficients for the ratio of aging housing (PAH) and the housing price index (HPI) are statistically significant with negative and positive signs, respectively. This means that lower ratios of aging housing and higher housing price indices are associated with higher GRDP. The results of applying the Heckman model as an endogenous analysis are similar to the results in
Table 2, and the VIF of all variables to check for multicollinearity issues is less than 4.
Table 3 presents the results of an analysis of the impact of URPTAX policies on the proportion of aging housing. The findings suggest that these policies have a significant effect on reducing the portion of aging housing, particularly in non-metropolitan areas compared to metropolitan ones. The coefficients for the URP variables, which are significant at levels of −2.5459 and −2.9017, suggest that URPTAX policies result in a reduction of aging housing proportions. In particular, the URP*Local variable shows a statistically significant coefficient of −2.5272, suggesting that URPs have a relatively greater impact in reducing the proportion of aging housing in local areas, compared to metropolitan regions.
As displayed in
Table 4, the analysis of the impact of URPTAX policies on fluctuations in housing prices demonstrates that URP contributes to an increase in housing prices in all regions. Nevertheless, the extent of the increase is relatively smaller in non-metropolitan areas. The URP variables have statistically significant coefficients of 0.1601 and 0.3195, respectively, signifying that housing prices increase in locations where URPs have been executed.
Conversely, the URP*Local variable has a statistically significant coefficient of −0.2119. This implies that in non-metropolitan regions, the extent of house price increases is relatively smaller compared to metropolitan regions. In other words, for metropolitan areas with an increased level of 0.3195, non-metropolitan areas show an effect of house price increase of only 0.1076 (=0.3195 − 0.2119), which is one-third of the magnitude of the effect observed in metropolitan areas.
Among the control variables, fiscal autonomy and house price index have statistically significant coefficients of 0.0025 and −0.0081, respectively. These coefficients suggest that regions with greater fiscal autonomy experience an increase in housing prices, while regions with higher housing price indices experience a decrease in housing prices.
4.2. Estimation Results of the Elasticity between Urban Regeneration-Related Tax Incentives and GRDP and the Proportion of Aging Housing
The elasticity of GRDP with respect to tax incentives for URP shows how much GRDP changes in response to a one-unit change in tax incentives. It can be expressed as follows:
Currently, when the size of Gross Regional Domestic Product (GRDP) is denoted as GRDP and tax incentives (URPTAX) is denoted as Tax, the elasticity (ε) indicates that a 1% increase in tax incentives results in an increase in GRDP by ε. A higher elasticity of GRDP with respect to URPTAX implies that changes in GRDP are more responsive to variations in the size of tax incentives. Furthermore, the elasticity of tax incentives may vary between metropolitan and non-metropolitan regions, as a result of differences in urban development projects and GRDP size.
To demonstrate the difference in GRDP elasticity regarding tax incentives in metropolitan and non-metropolitan regions, the dependent variable is formulated as the natural logarithm of ln(GRDP). It consists of the natural logarithm of URPTAX, (ln(Tax)), the difference between urban and rural regions (Tax × Local), and control variables. Since there is a considerable contrast in the GRDP value between urban and rural regions, it is expected that the GRDP elasticities also differ. Therefore, interaction variables, especially the local variable, are introduced as dummy variables. In addition, the control variables include fiscal autonomy, the percentage of aging housing, the house price index, and a year dummy, all of which may impact GRDP.
Additionally, a fixed effect (μ) is included to control for the effect of unobserved heterogeneity in regional GRDP.
where
ln(GRDP): Natural logarithm of GRDP
ln(TAX): Natural logarithm of URPTAX
There are positive coefficients between the amount of URPTAX in each region and its GRDP in
Figure 1. This indicates a positive economic impact attributed to URPs, with these incentives contributing to regional GRDP. Furthermore, a 1% increase in tax incentives due to such initiatives is associated with a proportional increase in GRDP, suggesting an elastic relationship.
In
Table 5, the statewide GRDP elasticity is reported as 0.062. However, significant discrepancies exist between metropolitan and non-metropolitan regions, with metropolitan GRDP at 0.876% and non-metropolitan GRDP at 0.0456 (calculated as 0.0666 − 0.021). Both ln(tax) and ln(tax)×local variables have statistically significant coefficients, which indicates their respective elasticities are statistically significant.
The Metropolitan GRDP has a higher elasticity, with a value of 0.0876 (calculated as 0.0666 + 0.021), when compared to non-metropolitan regions. A rise in URPTAX triggers a relatively greater increase in GRDP in the metropolitan region.
It was observed that a 1% surge in tax incentives results in a 0.062% boost in the national GRDP. However, in metropolitan regions, this increase results in a 0.0876% rise in GRDP, and non-metropolitan regions witness a 0.0456% increase. Moreover, among the control variables, the share of aging housing does not exhibit statistical significance regarding regional GRDP, whereas the housing price index variable displays a statistically significant positive coefficient. This means that as the housing price index increases, so does the level of GRDP.
These findings offer proof of the feasibility of enhancing GRDP via URPTAX. However, there are concerns regarding the concentration of such effects in urban areas that could impede equitable regional growth. Additionally, disparities in the efficacy of these incentives were discovered within each urban and non-urban area. Therefore, applying URPTAX differentially in urban and non-urban areas, rather than uniformly, may be a valid option based on these findings.
Furthermore,
Table 6 reveals that the elasticity of the aging housing ratio in relation to the URPTAX exhibits different signs between metropolitan and non-metropolitan areas. In non-metropolitan areas, the elasticity of the aging housing ratio is −0.0108, whereas metropolitan areas have a positive (+) elasticity of 0.0191. Overall, for every 1% increase in the URPTAX, the aging housing ratio experiences an increase of 0.0083%, whereas the proportion is larger in metropolitan areas at 0.0191%. No revision is needed.
Applying these findings to real tax incentives and a growing number of aging housing units, if the URPTAX rises by $6.9 million, with a nationwide average of 26.1869% of aging housing units in 2020 and 2021, the number of aging housing units will rise by 0.0022% nationwide, by 0.0058% in metropolitan areas, and decrease by 0.0004% in non-metropolitan areas.
The analysis indicates that the aging housing ratio does not decrease, but rather increases in response to the URPTAX elasticity. However, this study must bear in mind that the definition of aging housing requires further consideration. If this study defines it based on a 30-year standard, the number of new homes replacing those that are 30 years or older decreases. This is especially crucial in non-urban areas where a decrease in the proportion of aging housing is noted, suggesting that this trend is a result of a substantial number of new houses replacing older ones.