# RECORD 9848e68efcee710bc05a55f8576e298c00f7e04b # TITLE: The effect of remediating PCB-contaminated sediments on home prices in Milwaukee, Wisconsin, USA # YEAR: 2022.0 VENUE: Agricultural and Resource Economics Review DOI: 10.1017/age.2022.26 # AUTHORS: R. Wilkinson; Richard T. Melstrom # PAGES: 18 CANDIDATE TABLE PAGES (1-based): [9, 10, 11, 17, 18] # ABSTRACT: Abstract This paper estimates the effect of environmental remediation on housing prices in the Milwaukee Estuary Area of Concern (AOC) using a hedonic analysis of individual arms-length sales before and after a major remediation action between 2011 and 2015. Our design leverages this before-after comparison as well as the proximity of homes to remediation and the AOC boundary. Measuring the effect of AOCs in the housing market has always been a difficult task, given that water in AOCs can provide a mix of amenities and disamenities. Indeed, we find little evidence of a negative proximity effect when applying hedonic analysis to cross-section data. However, when we apply the analysis to a repeated cross section in a quasi-experimental framework, we find statistically significant evidence that living near the affected part of the AOC became more desirable after cleanup. ===== PAGE 1 (score 9, numeric-paren 0, table-words 0, var-words 9) ===== RESEARCH ARTICLE The effect of remediating PCB-contaminated sediments on home prices in Milwaukee, Wisconsin, USA Robin Wilkinson and Richard T. Melstrom* Loyola University Chicago, Chicago, IL 60660, USA *Corresponding author: Email: rmelstrom@luc.edu (Received 27 May 2022; revised 9 November 2022; accepted 11 November 2022; first published online 22 December 2022) Abstract This paper estimates the effect of environmental remediation on housing prices in the Milwaukee Estuary Area of Concern (AOC) using a hedonic analysis of individual arms- length sales before and after a major remediation action between 2011 and 2015. Our design leverages this before-after comparison as well as the proximity of homes to remediation and the AOC boundary. Measuring the effect of AOCs in the housing market has always been a difficult task, given that water in AOCs can provide a mix of amenities and disamenities. Indeed, we find little evidence of a negative proximity effect when applying hedonic analysis to cross-section data. However, when we apply the analysis to a repeated cross section in a quasi-experimental framework, we find statistically significant evidence that living near the affected part of the AOC became more desirable after cleanup. Keywords: areas of concern; Great Lakes; hedonic method; sediment remediation JEL Codes: Q25; Q53; Q58 Introduction Areas of Concern (AOCs) were established in 1987 as part of the Great Lakes Water Quality Agreement (GLWQA) between the United States and Canada. AOCs are coastal locations around the Great Lakes region that have been highly degraded from human activity to a point where water-related beneficial uses are significantly impaired (EPAa). The goal of the GLWQA’s AOC program is to restore AOCs by removing benefi- cial use impairments (BUIs), which can range from restrictions on fish and wildlife consumption, to beach closings, to degradation of esthetics; BUIs are directly experienced by those living in the vicinity of AOCs. An AOC can be delisted once all BUIs associated with it have been removed. To accomplish this, AOCs have been the targets of extensive and expensive remediation efforts. Between 1985 and 2019, the United States and Canada spent $22.78 billion on AOC remediation efforts (Hartig et al. 2020). With currently 6 of the original 43 AOCs delisted, substantial restoration work remains to be done. © The Author(s), 2022. Published by Cambridge University Press on behalf of the Northeastern Agricultural and Resource Economics Association. This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution and reproduction, provided the original article is properly cited. Agricultural and Resource Economics Review (2023), 52, 71–88 doi:10.1017/age.2022.26 https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 9 (score 31, numeric-paren 0, table-words 3, var-words 22) ===== and the census tract shapefile for the City of Milwaukee to determine the tract associated with each property. Homes sales occurred in 213 tracts. Results and discussion Table 2 presents the main coefficients of interest in the three models. For a complete set of coefficient estimates, see the Appendix. These coefficients measure the percent change in sales price associated with a 1% increase in distance (a decrease in proximity) to the AOC, depending on whether a home is closest to the Milwaukee, Menominee, or Kinnickinnic Rivers, or the treated area. For the sake of brevity, we will not describe the other coeffi- cients in the model (i.e. on the structural attributes and lake and downtown distance vari- ables), except to note that the estimates are in-line with expectations and consistent with prior research. Model (1) provides no evidence that proximity affects price. In fact, the Table 1. Summary statistics of Milwaukee home sales in the pre- and postproject phases Variable Mean Std. dev. saleprice Sales price 167051 121629 finsqft Total finished square footage in thousands 1.584 0.830 acres Acreage of lot 0.097 0.067 bdrms Number of bedrooms 2.963 1.330 hbath Number of half bathrooms 0.250 0.465 fbath Number of full bathrooms 1.480 0.642 age Age of property (2018 – year built) 77.666 32.510 distance Straight-line distance to nearest part of AOC (100 s of meters) 20.894 14.784 distance to LP Straight-line distance to Lincoln Park (100 s of meters) 93.029 39.304 downtown Straight-line distance to downtown (100 s of meters) 55.652 28.414 lake Straight-line distance to Lake Michigan (100 s of meters) 43.091 30.717 Dummy Variables Count Mean ranch Ranch-style house 444 0.113 colonial Colonial-style house 199 0.051 capecod Cape Cod-style house 650 0.166 condo Condominium 851 0.217 Milwaukee Nearest the Milwaukee River in the AOC 1539 0.392 Menomonee Nearest the Menomonee River in the AOC 1328 0.338 Kinnickinnic Nearest the Kinnickinnic River in the AOC 1058 0.267 Treated Nearest the Milwaukee River segment with water quality improvements, downstream of the remediation at Lincoln Park 833 0.212 Total sales 3,925 Agricultural and Resource Economics Review 79 https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 10 (score 40, numeric-paren 22, table-words 6, var-words 3) ===== coefficients on ln distance   × Menominee and ln distance   × Kinnickinnic are negative, which runs contrary to expectations, though neither is statistically significant. The coefficient on ln distance   × Milwaukee is also not significantly different from zero. Now consider the coefficients in model (2), which are estimated using both the pre- and postproject data. The coefficients on ln distance   × Menominee and ln distne   × Kinnickinnic are significantly negative, which implies that homebuyers place a premium on living near the Menominee and Kinnickinnic Rivers. The coefficients on ln distance   × Milwaukee and ln distance to LP   distances are both statistically insignifi- cant. However, the coefficient on ln distance to LP   × Post is significantly negative. This indicates that a proximity premium for homes near Lincoln Park developed after remediation. Finally, consider the coefficients of model (3), which are also estimated using the pre- and postproject data. The coefficients on ln distance   × Menominee and ln distance   × Kinnickinnic are significantly negative, similar to model (2). The coefficient on ln distance   × Milwaukee is not significantly different from zero. However, the Table 2. Hedonic models – coefficients of interest Model (1) (2) (3) ln distancei  ×Menomineei −0.0275 −0.0705* −0.0789** (0.0707) (0.0361) (0.0366) ln distancei  ×Kinnickinnici −0.0551 −0.0923** −0.1006** (0.0701) (0.0364) (0.0368) ln distancei  ×Milwaukeei 0.0023 0.0069 0.0448 (0.0654) (0.0355) (0.0374) Postt −0.0141 −0.0141 (0.0122) (0.0130) ln distance to LPi   0.0143 (0.0177) ln distance to LPi  ×Postt −0.0231* (0.0129) ln distancei  ×Treatedi −0.0532* (0.0295) ln distnci  ×Treatedi×Postt −0.0231* (0.0139) Housing structure characteristics Yes Yes Yes Month fixed effects Yes Yes Yes Tract fixed effects Yes Yes Yes R-squared 0.8296 0.7966 0.7971 Observations 1,033 3,925 3,925 Standard errors in parentheses below coefficients. * and ** indicate significance at 10% and 5% levels, respectively. 80 Robin Wilkinson and Richard T. Melstrom https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 11 (score 45, numeric-paren 25, table-words 6, var-words 5) ===== coefficient on ln distance   × Treated is significantly negative, which indicates a price premium for homes in the treated area relative to those in proximity to other parts of the Milwaukee River. Turning to the effect of remediation in the treated area, the coeffi- cient on ln distance   × Treated × Post is significantly negative. To be specific, the coef- ficients on ln distance   × Treated and ln distance   × Treated × Post imply that before remediation a 100% increase in distance (e.g. 0.5 km to 1 km) from the AOC (in the treated area) was associated with a 5.3% reduction in price, which is $8,880 at the average price, and that after remediation the same change was associated with a 7.6% reduction, which is $12,740 using the average sale price for properties in our analysis (Table 1). Robustness checks We performed three robustness checks to test the sensitivity of the estimates to the defi- nition of the treated area, controlling for time-varying unobservables, and the timing of capitalization effects. These results are shown in Table 3. The first robustness check revises the definition of the treated area in model (3) by reducing the area from 8 to 5 km Table 3. Robustness checks applied to model (3) Treated area 5 km downstream Add tract-by-post fixed effects Mature-project ln distancei  ×Menomineei −0.0797** −0.0795** −0.0257 (0.0393) (0.0379) (0.0311) ln distncei  ×Kinnickinnici −0.1008** −0.0966** −0.0573* (0.0391) (0.0380) (0.0318) distancei  ×Milwaukeei 0.0282 0.0730* 0.0771** (0.0367) (0.0382) (0.0318) Postt 0.0282 – – (0.0367) – – ln distancei  ×Treatedi −0.0300 −0.0239 −0.0048 (0.0529) (0.0432) (0.0407) ln distancei  ×Treatedi×Postt −0.0303** −0.0718 −0.1078** (0.0133) (0.0471) (0.0414) Housing structure characteristics Yes Yes Yes Month fixed effects Yes Yes Yes Tract fixed effects Yes Yes Yes Tract-by-post fixed effects No Yes Yes R-squared 0.7968 0.8079 0.8124 Observations 3,925 3,925 4,437 Note that the effect of Postt is not identified when the regression includes tract-by-post effects. Standard errors in parentheses below coefficients. * and ** indicate significance at 10% and 5% levels, respectively. Agricultural and Resource Economics Review 81 https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 12 (score 20, numeric-paren 0, table-words 6, var-words 8) ===== downstream of Lincoln Park. These results are shown in the first column of Table 3. This results in a more precisely estimated, larger (in absolute value) treatment effect than in Table 2. This should increase confidence that remediation affected sales prices, particularly for homes just downstream of Lincoln Park. The second column returns to the original definition of the treated area and adds tract-by-post fixed effects to correct for the influence of time-varying neighborhood characteristics that could potentially be corre- lated with the timing and location of remediation (e.g. major capital improvements or changes in land use). The addition of these fixed effects increases the coefficient on ln distance   × Treated × Post; however, the estimate is less precise and no longer signifi- cantly different from zero at conventional levels. Finally, the last robustness check uses an alternative pre-post comparison, by replacing the 2,892 postproject sales with 3,404 “mature-project” sales that occurred between August 2017 and July 2018, in case the effect of cleanup takes longer to capitalize than a single year after the project ends. With tract-by- post fixed effects, the coefficient on ln distance   × Treated × Post is significantly negative and substantially larger relative to the earlier estimates. This suggests the effect of reme- diation could take several years after a project end to fully materialize.4 Additional discussion The results indicate that hedonic analysis based on distance cannot always estimate the effect of an AOC on home prices. The coefficients on the proximity variables in model (1) provide no evidence that homebuyers either discount or place a premium on a home’s proximity to the Milwaukee Estuary AOC. The variation in sign between different rivers in the AOC adds further uncertainty as to the actual proximity effect. Prior research has found that home values tend to rise with distance (Braden et al. 2008a, Braden et al. 2008b), a result which we are unable to replicate. This does not mean that buyers are indif- ferent to the presence of AOCs. Rather, our results suggest that, at least in some housing markets, the proximity effect of an AOC can be tempered or entirely offset by amenities near the water, as appears to be the case in Milwaukee. The overall effects of proximity notwithstanding, the results imply that buyers care about the presence of PCBs and remediation because cleaning up part of the Milwaukee Estuary led to capital gains that increased with proximity. Both the coefficient on distance to remediation at Lincoln Park in model (2) and the coefficient on distance to the downriver segment in model (3) were significantly negative, implying that living closer to these areas became more valuable after remediation. We can use the change in the price gradient associated with the cleanup effect to estimate the capital gain from remediation, using the formula 100 × βTPlndistancei  lndig stance ~ , where dig stance ~ is the hypo- thetical boundary distance of the effect. Given we trimmed the data to sales within 5 km, and measured distance in hundreds of meters, dig stance ~ = 50. Using the coefficients in model (3) (the estimates are similar using model (2)), for a property in the treated area adjacent to the water, which we define as within 150 m, the implied capital gain is 8%, or $13,538 using the average property sales price. For properties affected by the improvement but located 3 km away, the implied capital gain is just 1%, or $1,972. Across all homes in the treated area, the implied capital gain is 3%, or $5,683. Note that the gain is larger if we were to use the coefficients in the robustness checks. For example, the implied capital gain 4An important caveat, though, is that a dam in the treated area was removed in 2018, and the mature- project estimates may pick up the effect of removal. The direction of any bias, though, is unclear, because removal was expected to improve water quality and restore habitat (a benefit) but reduce water levels for upstream recreation (a potential loss). 82 Robin Wilkinson and Richard T. Melstrom https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 17 (score 67, numeric-paren 48, table-words 1, var-words 8) ===== Appendix Table A1. Hedonic models – all coefficients Model (1) (2) (3) Finsqft 0.283044 0.280172 0.280050 (0.024368) (0.010226) (0.010258) Bdrms −0.039027 −0.037703 −0.037248 (0.016597) (0.007050) (0.007058) Fbath 0.175602 0.141640 0.140987 (0.026654) (0.011502) (0.011494) Hbath 0.126607 0.124649 0.125128 (0.026258) (0.011963) (0.011927) Age −0.012805 −0.011156 −0.011028 (0.002421) (0.001245) (0.001255) Age2 0.000076 0.000067 0.000066 (0.000016) (0.000008) (0.000008) Waterfront 4.498826 0.987184 0.980320 (1.325469) (0.383445) (0.383740) Acres −11.702370 −1.001644 −1.014829 (3.848793) (0.705101) (0.698689) Acres2 0.159765 0.142691 0.142736 (0.038555) (0.024794) (0.017641) Cape Cod 0.153071 0.186078 0.188487 (0.051420) (0.017676) (0.024864) Colonial 0.145395 −0.003397 −0.007865 (0.1270) (0.052669) (0.052892) Condo 0.120879 0.081467 0.081110 (0.048037) (0.021277) (0.021237) Ranch −0.070964 0.142348 0.162981 (0.084647) (0.049215) (0.049872) DistancetoDowntown −0.256703 −0.322434 0.241554 (0.070046) (0.038786) (0.092125) DistancetoLake 0.260477 0.211159 0.241554 (0.130816) (0.088278) (0.092125) ln distance  ×Menomineei −0.027456 −0.070494 −0.078889 (0.070704) (0.036149) (0.036620) (Continued) Agricultural and Resource Economics Review 87 https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press ===== PAGE 18 (score 20, numeric-paren 12, table-words 1, var-words 4) ===== Table A1. (Continued ) Model (1) (2) (3) ln distancei  ×Kinnickinnici −0.055137 −0.092289 −0.100555 (0.070136) (0.036414) (0.036838) ln distncei  ×Milwaukee 0.002291 0.006906 0.044785 (0.065402) (0.035543) (0.037371) Postt −0.014117 −0.014066 (0.012180) (0.013048) ln distance to LPi   0.014304 (0.017707) ln distance to LPi  ×Postt −0.023126 (0.012902) ln distancei  ×Treatedi −0.053156 (0.029504) ln distancei  ×Treatedi×Postt −0.023111 (0.013905) Month fixed effects Yes Yes Yes Tract fixed effects Yes Yes Yes Cite this article: Wilkinson, R. and R. T. Melstrom (2023). “The effect of remediating PCB-contaminated sediments on home prices in Milwaukee, Wisconsin, USA.” Agricultural and Resource Economics Review 52, 71–88. https://doi.org/10.1017/age.2022.26 88 Robin Wilkinson and Richard T. Melstrom https://doi.org/10.1017/age.2022.26 Published online by Cambridge University Press