Impartial observer theorem with ambiguity

This paper revisits the debate between Harsanyi and Rawls on collective decision-making with impartiality (Veil of Ignorance), focusing on how different levels of uncertainty influence the resulting social welfare functions. By incorporating ambiguity into the Impartial Observer framework, the paper constructs a continuum of compromise positions between Harsanyi’s utilitarian approach and Rawls’s maximin rule. In the proposed model, the independence between the uncertainty faced by the Impartial Observer over the distributions of identities and the uncertainty faced by each individual over the distributions of outcomes allows us to introduce ambiguity on both identity acts and/or outcome acts to explore various configurations where the Impartial Observer’s preference representation changes based on the type and level of uncertainty considered. The results offer a more nuanced understanding of impartiality in social choice contexts and help clarify the philosophical foundations of the Harsanyi–Rawls debate.

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Publication Details

Journal
Journal of Mathematical Economics
Published
2026-03-07
DOI
https://doi.org/10.1016/j.jmateco.2026.103237
Primary Topic
Stability and Controllability of Differential Equations
Type
article
Field-Weighted Citation Impact
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article

Impartial observer theorem with ambiguity

Raphael Gomes de Oliveira
Journal of Mathematical Economics
Stability and Controllability of Differential Equations
article

Impartial observer theorem with ambiguity

Raphael Gomes de Oliveira
article en

Abstract

This paper revisits the debate between Harsanyi and Rawls on collective decision-making with impartiality (Veil of Ignorance), focusing on how different levels of uncertainty influence the resulting social welfare functions. By incorporating ambiguity into the Impartial Observer framework, the paper constructs a continuum of compromise positions between Harsanyi’s utilitarian approach and Rawls’s maximin rule. In the proposed model, the independence between the uncertainty faced by the Impartial Observer over the distributions of identities and the uncertainty faced by each individual over the distributions of outcomes allows us to introduce ambiguity on both identity acts and/or outcome acts to explore various configurations where the Impartial Observer’s preference representation changes based on the type and level of uncertainty considered. The results offer a more nuanced understanding of impartiality in social choice contexts and help clarify the philosophical foundations of the Harsanyi–Rawls debate.

Journal of Mathematical EconomicsVol. 124
École Supérieure des Sciences Économiques et Commerciales (FR), CY Cergy Paris Université (FR)
Openalex Percentile: Top 33%
Stability and Controllability of Differential Equations
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