2016
DOI: 10.1007/s11205-016-1475-2
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The Italian Regional Well-Being in a Multi-expert Non-additive Perspective

Abstract: Lo sviluppo tecnologico appare oggi in accelerazione esponenziale, soprattutto grazie al digitale. Comunicazioni, pratiche sociali e culture si presentano come forme simboliche sempre più elusive, evanescenti e cangianti. L'ambito della salute è una delle dimensioni più investite dalle scoperte e dalle nuove applicazioni. Possiamo utilizzare lo smartphone per curarci, fare prevenzione, migliorarci. In generale, possiamo raccogliere big data su noi stessi. Ovviamente, anche le organizzazioni e le professioni si… Show more

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Cited by 16 publications
(28 citation statements)
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References 72 publications
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“…generalized mean aggregation]. For the derivation of questionnaires to obtain decisionmaker preferences on interactions between the well-being (sustainability) indicators, interested readers are referred to Meyer and Ponthiere (2011), Garmendia and Gamboa (2012), Rowley et al (2012), Carraro et al (2013), Merad et al (2013), Pinar et al (2014), Bertin et al (2018) among many others. In this paper, we obtain overall regional well-being outcomes in three categories (i.e., material, personal and community) by allowing different degrees of complementarity (substitution) between well-being dimensions by choosing specific β parameters while keeping the weights between the dimensions equal.…”
Section: Aggregation Methodsmentioning
confidence: 99%
“…generalized mean aggregation]. For the derivation of questionnaires to obtain decisionmaker preferences on interactions between the well-being (sustainability) indicators, interested readers are referred to Meyer and Ponthiere (2011), Garmendia and Gamboa (2012), Rowley et al (2012), Carraro et al (2013), Merad et al (2013), Pinar et al (2014), Bertin et al (2018) among many others. In this paper, we obtain overall regional well-being outcomes in three categories (i.e., material, personal and community) by allowing different degrees of complementarity (substitution) between well-being dimensions by choosing specific β parameters while keeping the weights between the dimensions equal.…”
Section: Aggregation Methodsmentioning
confidence: 99%
“…Several other functions have been proposed in the last decades, which allow reducing or even omitting the acceptance of compensation. Some examples are the geometric and harmonic averages (Langhans et al 2014), the Choquet integral (Bertin et al 2018;Grabisch and Labreuche 2016;Meyer and Ponthière 2011;Pinar et al 2014), the outranking methods (Figueira et al 2016), and the decision rules ones (Greco et al 2016b). These less or non-compensatory methods are particularly useful when indicators that measure non substitutable dimensions have to be aggregated, like economic and social indicators (Bertin et al 2018), environmental, economic and social performance (Cinelli et al 2014;Pinar et al 2014), strong and weak sustainability (Rowley et al 2012), and river quality benchmarks (Reichert et al 2015).…”
Section: Revisiting Uncertainty and Sensitivity Analysis In Cismentioning
confidence: 99%
“…Then, recalling the definition of concavity for the function g : IR → IR, on the convex set Ω, i.e. g βz (1) + (1 − β)z (2) ≥ βg z (1) + (1 − β)g z (2) , ∀β ∈ [0, 1], ∀z (1) , z (2) ∈ Ω, and defining, for any w ∈ A(p 1 , ε), the two linear functions so that for any w (1) , w (2) ∈ A(p 1 , ε), 0 < β < 1, we obtain βc w (1) + (1 − β)c w (2) = c w (1) = c w (2) > 1.…”
Section: Issues On the Solution Of Problem (310)mentioning
confidence: 99%
“…|p 1 | log c βw (1) + (1 − β)w (2) b βw (1) (2) βb w (1) (2) b w (1) + (1 − β) log βc w (1) + (1 − β)c w (2) b w (2)  …”
Section: Issues On the Solution Of Problem (310)unclassified
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