2004
DOI: 10.1111/j.1467-8489.2004.00239.x
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Stochastic efficiency analysis with risk aversion bounds: a simplified approach

Abstract: A method of stochastic dominance analysis with respect to a function (SDRF) is described and illustrated. The method, called stochastic efficiency with respect to a function (SERF), orders a set of risky alternatives in terms of certainty equivalents for a specified range of attitudes to risk. It can be applied for conforming utility functions with risk attitudes defined by corresponding ranges of absolute, relative or partial risk aversion coefficients. Unlike conventional SDRF, SERF involves comparing each a… Show more

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Cited by 230 publications
(314 citation statements)
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“…In economic studies, the SSD rule has commonly been considered too coarse to be used effectively for practical purposes (Hardaker et al 2004, Hardaker andLien 2010). However, we found the discriminatory power of the SSD rule to be adequate for our geographical risk mapping case.…”
Section: Impact Of Adding the Notion Of Risk Aversionmentioning
confidence: 54%
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“…In economic studies, the SSD rule has commonly been considered too coarse to be used effectively for practical purposes (Hardaker et al 2004, Hardaker andLien 2010). However, we found the discriminatory power of the SSD rule to be adequate for our geographical risk mapping case.…”
Section: Impact Of Adding the Notion Of Risk Aversionmentioning
confidence: 54%
“…Essentially, the concavity condition is a very basic definition of general risk-averse preferences (i.e., by eliminating the cases when the decisionmaker is risk-neutral or risk-seeking) and does not define a specific range of risk-averse preferences (such as moderate to extreme risk aversion). While it is possible to impose further restrictive assumptions on the type of risk-averse behaviour -for instance, by assuming a particular functional form of the EUF or limiting the degree of risk aversion to an upper and lower bounds (Meyer 1977, Meyer et al 2009, Hardaker et al 2004) -estimating the shape of the EUF in the invasive species management context could be problematic given the wide variety of pest invasion problems and the diverse spectrum of decision-making skills among pest management professionals.…”
Section: The Risk Aversion Conceptmentioning
confidence: 99%
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“…That decision can be made by applying the stochastic efficiency with respect to a function (SERF) criterion [13] to the distributions of the estimated values of ENRT. The dominant or preferred FRT for each climate future with the SERF criterion is the one with the highest certainty equivalent [14], which is the payoff amount a manager is willing to receive in exchange for accepting the variability in ENRT for a particular FRT. For example, the SERF criterion has been applied assuming: (1) the manager's risk aversion coefficient (RAC) is in the range (0, 0.03), where 0 implies the manager is risk-neutral and RAC >0 implies the manager is risk-averse [15]; (2) constant absolute risk aversion (i.e., the risk premium a manager is willing to pay to reduce ENRT risk does not vary with the level of ENRT); and (3) the manager's utility function is exponential in ENRT (i.e., u[ENRT·I] = exp[−RAC × ENRT]) [16].…”
Section: Decision Model For Determining Preferred Frtsmentioning
confidence: 99%