Modelling scale heterogeneity in the estimation of the bene…ts of road tra¢ c risk reductions: the case of moose-vehicle collisions in Newfoundland Roberto Martínez-Espiñeira and Nikita Lyssenko and Justin Quinton Department of Economics, Memorial University of Newfoundland, Canada Canadian Resource and Environmental Economics Study Group Annual Conference 2013 Brock University, St. Catharines Friday-Sunday, September 27-29, 2013 June 14, 2013 Abstract Keywords: moose vehicle collisions; risk reduction; contingent valuation; value of a statistical life; scale heterogeneity, heterogeneous anchoring Newfoundland’s moose population density is about the highest in the world (Clevenger 2011) and has led to con‡icts between humans and moose, mainly because of moose-vehicle collisions (MVC). There are about 600-800 MVC with an average of two fatalities per year (Clevenger 2011) and many consider moose as environmental bad. Some of the social costs of MVC must be valued using non-market valuation techniques (concerns about safety, human su¤ering and reduction in the quality of life of MVC victims, averting behavior costs, and, most importantly, the cost of injuries and lives lost). For instance, according to Huijser et al (2009) the estimated cost for an average moose collision is $30,760 (2007 US). However, this …gure is only a fraction of the full social costs of MVC in NL, as some of the non-market damages are not taken into account. Using contingent valuation, we will estimate the bene…ts of mitigation of MVC in Newfoundland. We will draw from the literature dealing with risk valuation in a variety of contexts (Huang Department of Economics, Memorial University of Newfoundland, Canada Tel: 1-709-864-3676 Fax: 1-902-8673610. E-mail: rmartinezesp@mun.ca 1 et al. 2004; Konishi and Adachi 2011), road mortality risk perception (e.g Andersson 2011, Andersson and Svensson 2008) and valuation studies of road safety (e.g. Strazzera et al. 2003; De Blaeij et al 2003; Hultkrantz et al 2006; Svensson 2009). A phone survey is being administered to a random sample (N =1200) of Newfoundlanders which presents a brief description of the e¤ects of a MVC risk mitigation policy involving the erection of fences along highways. Willingness to pay is elicited using a double-bounded dichotomous-choice format (Hanemann Loomis and Kanninen 1991; Alberini et al. 2004) considering distortions of the basic models and take into account issues of anchoring, starting point bias, yea-saying, and framing (Aprahamian et al. 2008; Herriges and Shogren 1996; De Shazo 2002; Whitehead 2002; Chien et al. 2005; Flachaire and Hollard 2007; Watson and Ryan 2007; Farmer and Belasco 2011). Our data will allow to estimate the willingness to pay for di¤erent levels of risk reductions and to calculate the value of avoiding a statistical fatality, controlling for the e¤ects of variables commonly used in valuation studies of risk reductions. In particular, we will have either direct information about or proxies for cognitive scales, educational attaintment levels, perceived health status (as in ), age, income, gender, family status (Svensson 2009), experience of the risk (having hit a moose or knowing about someone close who hit a moose), degree of exposure to the risk (residence location, Km driven annually, whether the respondent’s job involves night-driving, and type of car owned), perceived own level of risk (Andersson 2007), degree of risk aversion, scope of the proposed risk reduction policy (mortality only versus mortality and morbidity), and degree of certainty about the response to the the willingness to pay questions (Alberini, Cropper, Krupnick, and Simon 2004). A subsample of our respondents received a question based on the provision of a public good; some others received a question about a private good, and a third subsample received both types. We will be able to compare external and internal tests of the e¤ect of the type of good (Johannesson, Johansson, and O’Conor 1996; Hultkrantz, Lindberg, and Andersson 2006; Andersson and Lindberg 2009; Svensson and Vredin Johansson 2010; Dekker, Brouwer, and Hofkes 2011). We will also be able to control for question ordering (Svensson and Vredin Johansson 2010), payment vehicle (income tax versus fee surcharge), provider of the public good (provincial versus federal government), and the e¤ect of using a “provision condition” reminder about the referendum on the public good (Hultkrantz, Lindberg, and Andersson 2006). In this paper we will pay particular attention to the modelling of scale heterogeneity as a function of observable characteristics of the respondents and of the proposed policy. We will consider the in‡uence of sociodemographic characteristics of the respondents, their experience with the risk considered, and the certainty wit which they respond to the valuation questions. We also consider how accounting for scale heterogeneity impacts the analysis of double bound dichotomous-choice questions, in particular the estimation of shift and anchoring e¤ects and how considering both scale heterogeneity and heterogenous shift and anchoring e¤ects improves the estimation (Aprahamian, Chanel, and Luchini 2008; Flachaire, Hollard, and Luchini 2007; Farmer and Belasco 2011; McNair, Hensher, and Bennett 2012). 2 References Alberini, A., M. Cropper, A. Krupnick, and N. B. Simon (2004). Does the value of a statistical life vary with age and health status? evidence from the us and canada. Journal of Environmental Economics and Management 48 (1), 769–792. Andersson, H. (2007). Willingness to pay for road safety and estimates of the risk of death: Evidence from a swedish contingent valuation study. Accident Analysis and Prevention 39 (4), 853–865. Andersson, H. (2011). Perception of own death risk: An assessment of road-tra¢ c mortality risk. Risk Analysis 31 (7), 1069–1082. Andersson, H. and G. Lindberg (2009). Benevolence and the value of road safety. Accident Analysis and Prevention 41 (2), 286–293. Andersson, H. and M. Svensson (2008). Cognitive ability and scale bias in the contingent valuation method: An analysis of willingness to pay to reduce mortality risk. Environmental and Resource Economics 39 (4), 481–495. Aprahamian, F., O. Chanel, and S. Luchini (2008). Heterogeneous anchoring and the shift e¤ect in iterative valuation questions. Resource and Energy Economics 30 (1), 12–20. Chien, Y.-L., C. J. Huang, and D. Shaw (2005). A general model of starting point bias in doublebounded dichotomous contingent valuation surveys. Journal of Environmental Economics and Management 50 (2), 362–377. Clevenger, A. P. (2011). Moose-vehicle collisions and their mitigation in Newfoundland. Technical report. De Blaeij, A., R. Florax, P. Rietveld, and E. Verhoef (2003). The value of statistical life in road safety: A meta-analysis. Accident Analysis and Prevention 35 (6), 973–986. Dekker, T., R. Brouwer, and K. Hofkes, M.and Moeltner (2011). The e¤ect of risk context on the value of a statistical life: A bayesian meta-model. Environmental and Resource Economics 49 (4), 597–624. DeShazo, J. R. (2002). Designing transactions without framing e¤ects in iterative question formats. Journal of Environmental Economics and Management 43 (3), 360–385. Farmer, M. and E. Belasco (2011). A …nite mixture model of heterogeneous anchoring with distinct anchoring patterns. Applied Economics Letters 18 (2), 137–141. Flachaire, E. and G. Hollard (2007). Model selection in iterative valuation questions. Revue d’Economie Politique 117 (5), 853–865. Flachaire, E., G. Hollard, and S. Luchini (2007). Heterogeneous anchoring in dichotomous choice valuation framework. Recherches Economiques de Louvain 73 (4), 369–385. 3 Hanemann, W. M., J. Loomis, and B. J. Kanninen (1991). Statistical e¢ ciency of doublebounded dichotomous choice contingent valuation. American Journal of Agricultural Economics 73 (4), 1255–1263. Herriges, J. A. and J. F. Shogren. (1996). Starting point bias in dichotomous choice valuation with follow-up questioning. Journal of Environmental Economics and Management 30 (1), 112–131. Huang, J.-C., T. C. Haab, and J. C. Whitehead (2004). Risk valuation in the presence of risky substitutes: An application to demand for seafood. Journal of Agricultural and Applied Economics 36 (1), 213–228. Huijser, M. P., J. W. Du¢ eld, A. P. Clevenger, R. J. Ament, and P. T. McGowen (2009). Costbene…t analyses of mitigation measures aimed at reducing collisions with large ungulates in the United States and Canada; a decision support tool. Ecology and Society 14 (2), 15. Hultkrantz, L., G. Lindberg, and C. Andersson (2006). The value of improved road safety. Journal of Risk and Uncertainty 32 (2), 151–170. Johannesson, M., P.-O. Johansson, and R. O’Conor (1996). The value of private safety versus the value of public safety. Journal of Risk and Uncertainty 13 (3), 263–275. Konishi, Y. and K. Adachi (2011). A framework for estimating willingness-to-pay to avoid endogenous environmental risks. Resource and Energy Economics 33 (1), 130–154. McNair, B., D. Hensher, and J. Bennett (2012). Modelling heterogeneity in response behaviour towards a sequence of discrete choice questions: A probabilistic decision process model. Environmental and Resource Economics 51 (4), 599–616. Strazzera, E., R. Scarpa, P. Calia, G. Garrod, and K. Willis (2003). Modeling zero values and protest responses in contingent valuation surveys. Applied Economics 35 (2), 133–138. Svensson, M. (2009). The value of a statistical life in Sweden: Estimates from two studies using the "certainty approach" calibration. Accident Analysis & Prevention 41 (3), 430–437. Svensson, M. and M. Vredin Johansson (2010). Willingness to pay for private and public road safety in stated preference studies: Why the di¤erence? Accident Analysis and Prevention 42 (4), 1205–1212. Watson, V. and M. Ryan (2007). Exploring preference anomalies in double bounded contingent valuation. Journal of Health Economics 26 (3), 463–482. Whitehead, J. (2002). Incentive compatibility and starting point bias in iterative valuation questions. Land Economics 78 (2), 285–297. 4