Abstract
This paper studies the effect of a newly completed highway extension on home prices in the surrounding area. We analyze non-linearities in both the effect of distance from the highway and the effect of time relative to the completion of the road segment. While previous studies of the effects of nearby amenities on property and land values have focused on either cross-sectional spatial or temporal patterns, the joint analysis of the two dimensions has not been thoroughly investigated. We use home sale data from a period of 11 years centered around the completion of a new highway extension in metropolitan Los Angeles. We combine a standard hedonic model with a spline regression technique to allow for non-linear variations of the effect along the temporal and spatial dimensions. Our empirical results show that the maximum home price appreciation caused by the new highway extension occurs at moderate distances from the highway after it is completed. Lower price increases for this period are observed for homes sold closer to the highway or much further away. This price pattern gradually fades away in the years following the construction completion. A similar, although weaker, price pattern is also observed in the first years of the construction period. There is no statistically significant distance dependency in the 2 years in our sample prior to the beginning of the construction. This indicates that the housing market is not fully efficient as the information about the impending construction of the highway is not immediately incorporated into sales prices.
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Notes
Information source: www.sanbag.ca.gov.
Source: Federal Housing Finance Agency. The index is set at 100 for 1995 quarter 1.
An alternative to such system estimation is a single regression with interaction terms for the distance spline variables for the eleven 1-year periods. While such pooled model takes advantage of the total set of observations, it also implicitly assumes a constant error variance across all observations. Independent factors that may have been omitted in our model may vary in their strength of the effect on the selling price over time and at different distances; in this case, varying error term variances are more appropriate. Moreover, a possible correlation of the omitted effects over time makes us believe that the seemingly unrelated regression (SUR) methodology employed here is a better candidate than the single regression with interaction terms (or separate regressions for the eleven time subsets).
The analysis of the single regression model tested confirms that the SUR model is superior, as is indicated by lower standard errors, or, alternatively, higher t-statistics, for 60 out of the 77 (or about 78 percent) distance spline variables. The single regression model also appears to capture fewer distance spline effects across the eleven 1-year subsets at statistically significant levels. In addition, unlike the earlier used “global” and the single regression model with the distance-year interaction terms, the SUR methodology gives a high statistical significance (1 percent) to the positive AllRooms coefficient, while at the same time making physical characteristic variables more precise as evidenced from their higher t-statistics. The results of the single regression model are available upon request.
Traffic volume in each direction is calculated by averaging the traffic counts at the new exits of the highway extension in the study area. Data source: California Department of Transportation.
Like in the previous analysis of the spatial distance effects in different time subsets, due to the likely correlation of the omitted variables at different distances from the highway extension we utilize the SUR approach as superior to a single regression with interaction variables or a set of seven independent regressions.
Again, since the coefficients for almost all independent variables maintained their sign and the statistical significance at least at 1 percent level, the regression results for these variables are omitted (available upon request), and Table 7 thus only presents the results for the goodness-of-fit and the time variable coefficients with the corresponding t-statistics.
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Acknowledgements
We are grateful for the helpful comments of the participants of the 2008 American Real Estate Society annual conference. We also thank the Research, Scholarship, and Creative Activities program of the California State University for providing us with the funds necessary to purchase the data used for this study.
We would also like to thank Torto Wheaton Research for sponsoring the prize that the paper won for best paper in the Market Analysis category at the 2008 American Real Estate Society annual conference.
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Chernobai, E., Reibel, M. & Carney, M. Nonlinear Spatial and Temporal Effects of Highway Construction on House Prices. J Real Estate Finan Econ 42, 348–370 (2011). https://doi.org/10.1007/s11146-009-9208-9
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DOI: https://doi.org/10.1007/s11146-009-9208-9