2013
DOI: 10.1002/wrcr.20217
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Comparing multistate expected damages, option price and cumulative prospect measures for valuing flood protection

Abstract: [1] Floods are risky events ranging from small to catastrophic. Although expected flood damages are frequently used for economic policy analysis, alternative measures such as option price (OP) and cumulative prospect value exist. The empirical magnitude of these measures whose theoretical preference is ambiguous is investigated using case study data from Baltimore City. The outcome for the base case OP measure increases mean willingness to pay over the expected damage value by about 3%, a value which is increa… Show more

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Cited by 13 publications
(7 citation statements)
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“…If damages are rising faster than the probability is declining, it is possible that no mean value exists. In contrast, for a concave damage function investigated for flooding [49]; the mean values using a risk neutral and a risk averse utility function, and a weighting based on cumulative prospect theory were not substantially different. In part, the large losses where risk aversion can have a significant effect were associated with sufficiently small probabilities that the distinction was small between the mean values using a risk neutral or a risk averse utility function.…”
Section: Large Losses and Risk Aversionmentioning
confidence: 80%
“…If damages are rising faster than the probability is declining, it is possible that no mean value exists. In contrast, for a concave damage function investigated for flooding [49]; the mean values using a risk neutral and a risk averse utility function, and a weighting based on cumulative prospect theory were not substantially different. In part, the large losses where risk aversion can have a significant effect were associated with sufficiently small probabilities that the distinction was small between the mean values using a risk neutral or a risk averse utility function.…”
Section: Large Losses and Risk Aversionmentioning
confidence: 80%
“…As shown in Figure 3, we assume the loss in each probability bin is uniform. In the absence of a reliable estimate on the entire distribution of damages, this assumption is an easy compromise to obtain the foreseen loss for discrete flood events [30,44].…”
Section: ) Aggregate Annualized Loss (Aal)mentioning
confidence: 99%
“…A flood's impact also can be exacerbated by other natural events such as storm surges (Strauss et al, 2012); strong winds and/or simply more rain, however gentle, upon already sodden soil (Agence France-Presse, 2010). Flooding waters cause damage to property, businesses and peoples' lives (Farrow and Scott, 2013), with ongoing impacts felt throughout the community (Scott, et al, 2012). As the waters bring with them silt and other debris, it can take many months after a flood has occurred for areas to be cleaned before essential reconstruction work may begin.…”
Section: Literature Reviewmentioning
confidence: 99%