# RECORD 21199d311319fd0034523954fb23eaaf34739428 # TITLE: Assessing the Impact of Urban Improvement on Housing Values: A Hedonic Pricing and Multi-Attribute Analysis Model for the Historic Centre of Venice # YEAR: 2017.0 VENUE: nan DOI: 10.3390/buildings7040112 # AUTHORS: P. Rosato; M. Breil; C. Giupponi; Raul Berto # PAGES: 24 CANDIDATE TABLE PAGES (1-based): [13, 14] # ABSTRACT: The Hedonic Pricing Method is one of the principal assessment methods for evaluating services and resources not normally exchanged on the market. However, the method is often unable to account for the great variety of qualities in an urban context and faces scarce and heterogeneous market data. This paper presents a model for the valuation of benefits generated by environmental and urban improvement investments adopting a mixed hedonic-multi-attribute procedure for modeling a value function of urban real estate values. The peculiarity of the model is that the independent variables are aggregated indicators, which synthetize more detailed characteristics. Using the expertise of real estate agents, all relevant variables influencing real estate values were weighted and synthetized in a set of cardinal indicators. Next, market prices were used to calibrate a hedonic function that transforms the cardinal indicators into real estate values. The valuation model was integrated into a GIS for mapping the housing value, and its variation induced by urban investment. The proposed model pointed out plausible and robust results, in particular, the possibility to use any available information, such as location, position, technical and economic characteristics of buildings, and organize it in a flexible and transparent way, and to keep evident the role of each characteristic through the hierarchical structure of the model. The model was applied to the real estate market of Venice to test the effects of the MOSE project (Electromechanical Experimental Module) for the protection of Venice from high tides. The results of the application showed a relevant increase in real estate values in the center of Venice, especially related to property in ground floor units, of about 1.4 billion €. ===== PAGE 1 (score 3, numeric-paren 0, table-words 0, var-words 3) ===== buildings Article Assessing the Impact of Urban Improvement on Housing Values: A Hedonic Pricing and Multi-Attribute Analysis Model for the Historic Centre of Venice Paolo Rosato 1,* ID , Margaretha Breil 2 ID , Carlo Giupponi 3 ID and Raul Berto 1 ID 1 Department of Engineering and Architecture, University of Trieste, 34127 Trieste, Italy; rberto@units.it 2 Fondazione Eni Enrico Mattei, 30124 Venice, Italy; margaretha.breil@feem.it 3 Department of Economics, Ca’ Foscari University, 30121 Venice, Italy; cgiupponi@unive.it * Correspondence: paolo.rosato@dia.units.it; Tel.: +39-040-558-3569 Received: 31 July 2017; Accepted: 23 November 2017; Published: 30 November 2017 Abstract: The Hedonic Pricing Method is one of the principal assessment methods for evaluating services and resources not normally exchanged on the market. However, the method is often unable to account for the great variety of qualities in an urban context and faces scarce and heterogeneous market data. This paper presents a model for the valuation of benefits generated by environmental and urban improvement investments adopting a mixed hedonic-multi-attribute procedure for modeling a value function of urban real estate values. The peculiarity of the model is that the independent variables are aggregated indicators, which synthetize more detailed characteristics. Using the expertise of real estate agents, all relevant variables influencing real estate values were weighted and synthetized in a set of cardinal indicators. Next, market prices were used to calibrate a hedonic function that transforms the cardinal indicators into real estate values. The valuation model was integrated into a GIS for mapping the housing value, and its variation induced by urban investment. The proposed model pointed out plausible and robust results, in particular, the possibility to use any available information, such as location, position, technical and economic characteristics of buildings, and organize it in a flexible and transparent way, and to keep evident the role of each characteristic through the hierarchical structure of the model. The model was applied to the real estate market of Venice to test the effects of the MOSE project (Electromechanical Experimental Module) for the protection of Venice from high tides. The results of the application showed a relevant increase in real estate values in the center of Venice, especially related to property in ground floor units, of about 1.4 billion €. Keywords: hedonic pricing method; multi-attribute analysis; real estate market; urban improvement; MOSE project 1. Introduction The evaluation of urban improvements is a relevant issue for urban planning and public decision making. Urban improvements are usually evaluated using either multiple-criteria analysis methods, which allow for the coherent assessment of quantitative and qualitative data and produce qualitative outputs in terms of preferred solutions, or cost–benefit analysis, which base judgments on quantitative results in terms of benefits generated by public investments. The application of cost-benefit approaches offers the potential advantage of assessing and comparing public benefits and co-benefits of investments in urban infrastructures, especially in “soft” or “green” infrastructures with more traditional assessments of infrastructure. Buildings 2017, 7, 112; doi:10.3390/buildings7040112 www.mdpi.com/journal/buildings ===== PAGE 13 (score 12, numeric-paren 3, table-words 3, var-words 3) ===== Buildings 2017, 7, 112 13 of 24 Table 1. Summary of cardinal variables of the sample. Variable Min Max Average Std. Dev. Price (€) 70,000 2,500,000 402,956 271.518 Price (€ m−2) 1679 9000 4528 1.298 Residential area (m2) 27 400 92 56 Height above sea level (cm) 85 210 145 28 Table 2. Summary of nominal/ordinal variables of the sample. Variable Freq. % Cum. (%) Urban Areas Cannaregio 57 28.9 28.9 Castello, San Pietro, via Garibaldi 6 3.0 32.0 Sant’Elena 2 1.0 33.0 Dorsoduro 26 13.2 46.2 Giudecca/Sacca Fisola 25 12.7 58.9 San Marco/Canal Grande 13 6.6 65.5 S. Polo 24 12.2 77.7 S. Croce 17 8.6 86.3 Castello San Lio 5 2.5 88.8 Castello S. Martino 19 9.6 98.5 Case Muner, Baia del Re 1 0.5 99.0 Santa Marta 2 1.0 100.0 Distance from Venice access >20 min 107 54.3 54.3 10–20 min 48 24.4 78.7 <10 min 42 21.3 100.0 Entrance Shared 145 73.6 73.6 Independent 52 26.4 100.0 Lift/Floor Lift or ground floor 63 32.0 32.0 No lift/2nd floor 102 51.8 83.8 No lift/3rd floor 24 12.2 95.9 No lift above 3rd floor 8 4.1 100.0 Brightness Very bright 59 29.9 29.9 Bright 96 48.7 78.7 Little bright 42 21.3 100.0 View Unique 10 5.1 5.1 Great 24 12.2 17.3 Good 83 42.1 59.4 Mediocre 70 35.5 94.9 Poor 10 5.1 100.0 Maintenance Excellent 62 31.5 31.5 Good 69 35.0 66.5 Mediocre 51 25.9 92.4 Poor 15 7.6 100.0 Finishes Fine 63 32.0 32.5 Ordinary 90 45.7 77.7 Cheap 44 22.3 100.0 Table 3. Pearson correlations test of the touristic sample (85 cases; Sig. 2-code in brackets). Variables Characteristics Position Technical Characteristics Location −0.052 −0.007 (0.637) (0.952) Position – 0.283 – (0.09) ===== PAGE 14 (score 24, numeric-paren 3, table-words 9, var-words 3) ===== Buildings 2017, 7, 112 14 of 24 Table 4. The value function of touristic market segment, robust standard errors with respect to heteroskedasticity, HC1 variant. Variables Coefficient Std Error Ratio p-Value Constant (β0) 753.305 1169.05 0.6444 0.5212 Location characteristics (Cl) 4963.65 1300.15 3.818 0.0003 Position characteristics (Cp) 2057.32 1044.43 1.970 0.0523 Technical characteristics (Ct) 3430.75 1195.61 2.869 0.0052 Note: Dependent variable market price (€ m−2); N. cases: 84 85; R-square 0.259846; Adjusted R-square 0.232433; F(3, 81) 9.886302; P-value(F) 1.3 × 10−5. Table 5. Pearson correlations test of the resident samples (112 cases; Sig. 2-code in brackets). Variables Characteristics Position Technical Characteristics Location −0.224 0.164 (0.18) (0.085) Position – 0.244 – (0.10) Table 6. The value function of residents’ market segment, robust standard errors with respect to heteroskedasticity, HC1 variant. Variables Coefficient Std Error Ratio p-Value Constant (β0) 1211.81 323.094 3.751 0.0003 Location characteristics (Cl) 794.464 360.194 2.206 0.0295 Position characteristics (Cp) 1254.08 381.914 3.284 0.0014 Technical characteristics (Ct) 1950.08 350.888 5.558 <0.0001 Note: Dependent variable market price (€ m−2); N. cases 112; R-square 0.398214; Adjusted R-square 0.381498; F(3, 81) 19.30655; p-value(F) 4.27 × 10−10. According to the OLS stepwise analysis, economic characteristics did not significantly influence the market price in the sample. Real estate values in the most attractive touristic areas were strongly influenced by location (district) and technical characteristics (finishes and state of repair). In the areas of prevalent local residential demand, a high and significant constant was observed. Where those wanting to live in Venice had a significant “base” they were willing to pay, to which the effects of the other characteristics were added. In these cases, positional and technical characteristics also appeared to be significant, but with different priorities. Technical characteristics had the highest coefficient, followed by position and location characteristics. For residents, the building characteristics appeared to be much more important than its location. Buyers seemed to be willing to sacrifice the prestige of a good location (higher presence of tourists) for good technical characteristics (maintenance and finishing); however, this was dependent on the high refurbishment costs and the conflicts between the resident’s life quality and tourist congestion. 3.3. The Geographic Model The value functions developed in the previous paragraph were implemented in a GIS model to represent the spatial distribution of present property values and simulate changes induced by hypothetical urban improvements. In this study, GIS was used exclusively to represent the spatial distribution of features and values. No spatial statistical analysis was performed that could be an interesting development of the evaluation model. The GIS organized and geo-referenced the information to represent the state of each building in Venice in relation to the characteristics (xi) implemented in the valuation model. The layers adopted a raster grid of 1 m2 and were implemented using data collected for preparing the master plan for the historic center of Venice. Assuming the quality ===== PAGE 15 (score 17, numeric-paren 0, table-words 0, var-words 17) ===== Buildings 2017, 7, 112 15 of 24 of the available information, some simplifications and elaborations were made. First, the available information referred to entire buildings rather than single flats, which are the most common property type purchased. For missing data, an interpolation between nearby points was necessary. Regarding the technical characteristics of the buildings, poor information was available to precisely define the state of indicator, so a uniform (most probable) state of repair was assumed for those buildings lacking specific information. The value functions applied to layers mapping the Venice property characteristics allowed us to map the aggregate indicators (cl and cp) and, finally, the real estate value. In the following paragraphs, some examples are illustrated. 3.3.1. The Distribution of Location Characteristics The noise exposure of buildings noise exposure was assessed using the acoustic classification plan developed by the municipality of Venice. The document shows that noise was essentially due to boat traffic in the most important canals, and the presence of tourists and recreation facilities (mainly bars) in the most congested areas. Plan mapping provided a classification in zones with similar noise. Therefore, buildings in the various zones were assigned a relative noise class. Flooding in Venice is an occurrence that happens as the result of a complex interplay of metrological and oceanographic phenomena. High tides are favored especially where strong winds from the south/south-east, such as the sirocco, blow for a long time. These winds push additional sea water into the lagoon through the three lagoon outlets, which add up to water flowing into the lagoon as a result of tidal flows and rising water levels flood Venice’s streets and squares. The phenomenon of high tides has been being systematically monitored in the municipality of Venice since the 1870s and allows for modeling frequencies of different flood levels. The frequency of flooding was estimated with an interpolation between the level quotas given by the Municipality of Venice. The classification was made according to the frequency with which the areas flooded. According to the flood frequency, six classes were set, from the worst case of three or more floods per year, up to the best situation of less than one flooding in 100 years [60]. Figure 7 shows the annual distribution of tides higher than 110 cm for the period between 1872 and 2016. According to the experts’ judgments, properties in the historic center of Venice were first classified according to the six urban districts (Sestieri). This partition had to be further differentiated into 15. During the panel discussion, the touristic/residential vocation of the various areas of the center of Venice was also explored. To qualify each building regarding its accessibility from public transport, a spatial-temporal relation was created assuming a speed of 4 km h−1 for pedestrians. Measuring the minimum distance from each building to the public boat stops along public walkways (using the network of canals as a barrier), a map of times needed to reach the nearest boat stop was created. This map was integrated with the travelling times of public transport from each boat stop towards the main access points to Venice from the mainland (the Piazzale Roma car park and S. Lucia railway station) at a speed of 7 km h−1. The result consisted of a layer of travel time from each building to the access point from the mainland. The judgment on the density of services available was based on the linear distance towards public services (hospital and other sanitary services, schools and public administrations) in the historic center, and on the density of private services (using a classification of density of commercial services made by the local authority).