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Overlapping consensus in pluralist societies: simulating Rawlsian full reflective equilibrium.

Authors :
Lohse R
Source :
Synthese [Synthese] 2024; Vol. 203 (1), pp. 11. Date of Electronic Publication: 2023 Dec 21.
Publication Year :
2024

Abstract

The fact of reasonable pluralism in liberal democracies threatens the stability of such societies. John Rawls proposed a solution to this problem: The different comprehensive moral doctrines endorsed by the citizens overlap on a shared political conception of justice, e.g. his justice as fairness. Optimally, accepting the political conception is for each citizen individually justified by the method of wide reflective equilibrium. If this holds, society is in full reflective equilibrium. Rawls does not in detail investigate the conditions under which a full reflective equilibrium is possible or likely. This paper outlines a new strategy for addressing this open question by using the formal model of reflective equilibrium recently developed by Beisbart et al. First, it is argued that a bounded rationality perspective is appropriate which requires certain changes in the model. Second, the paper rephrases the open question about Rawlsian full reflective equilibrium in terms of the model. The question is narrowed down by focusing on the inferential connections between comprehensive doctrines and political conception. Rawls himself makes a demanding assumption about which connections are necessary for a full reflective equilibrium. Third, the paper presents a simulation study design that is focused on simplicity. The results are discussed, they fit with Rawls's assumption. However, because of the strong idealisations, they provide a useful benchmark rather than a final answer. The paper presents suggestions for more elaborate study designs.<br />Competing Interests: Conflict of interestThe author has no relevant financial or non-financial interests to disclose.<br /> (© The Author(s) 2023.)

Details

Language :
English
ISSN :
0039-7857
Volume :
203
Issue :
1
Database :
MEDLINE
Journal :
Synthese
Publication Type :
Academic Journal
Accession number :
38144884
Full Text :
https://doi.org/10.1007/s11229-023-04415-9