2007
DOI: 10.1016/j.ejor.2006.06.020
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A non-interactive elicitation method for non-linear multiattribute utility functions: Theory and application to agricultural economics

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Cited by 27 publications
(28 citation statements)
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“…Despite the fact that additive utility function is associated with the assumption of somewhat restrictive conditions [33], this functional form may be considered as an approximation to the real utility function under certain conditions [45]. In any case, non-linear utility functions such as linear-multiplicative [37] or power functions [39,46] seem to be better approximations to the real utility function.…”
Section: Selecting the Mauf Functional Form And Eliciting Mauf Paramementioning
confidence: 99%
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“…Despite the fact that additive utility function is associated with the assumption of somewhat restrictive conditions [33], this functional form may be considered as an approximation to the real utility function under certain conditions [45]. In any case, non-linear utility functions such as linear-multiplicative [37] or power functions [39,46] seem to be better approximations to the real utility function.…”
Section: Selecting the Mauf Functional Form And Eliciting Mauf Paramementioning
confidence: 99%
“…This implies that any linear combination of the points of the pay-off matrix was (incorrectly) considered to belong to the efficient set, and thus would be wrongly eligible to be the "optimum" solution for eliciting farmers' MAUF. André and Riesgo [37] developed a more accurate approximation of the efficient set by regressing a hyper-plane on the basis of a limited number of efficient points included in the compromise set, as a subset of the whole efficient set interpreted as the "landing area" for the utility curve [34,41]. However, as the authors themselves noted, this approach also results in approximation errors, since the points belonging to the regressed hyper-plane may not belong to the actual efficient set.…”
Section: Defining the Efficient Setmentioning
confidence: 99%
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“…The projection method reduces the approximation error as compared to other alternatives (André et al 2010;André and Riesgo 2007), but still yields an error that is measured by using calibration residuals (see next section).…”
Section: Efficient Frontier and Tangency Pointmentioning
confidence: 99%
“…For example, there is an analysis of how water policies impact agricultural practices [27], evaluation for irrigation system designs and evaluation [28] and a multi-attribute approach and linear programming for risk aversion investments in agriculture [29]. Recently, a non-interactive elicitation method for non-linear multi-attribute utility functions analyzing their application in agricultural economics was proposed [30]. Other recent multi-attribute research can be consulted in [31,32] for utility analysis for policy selection and financing the preservation of forests, as well as a sustainable optimization model for agricultural production.…”
Section: Introductionmentioning
confidence: 99%