Authors |
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Abstract |
The impossibility results in judgement aggregation
show a clash between fair aggregation procedures
and rational collective outcomes. In this paper, we
are interested in analysing the notion of rational
outcome by proposing a proof-theoretical understanding
of collective rationality. In particular, we
use the analysis of proofs and inferences provided
by linear logic in order to define a fine-grained notion
of group reasoning that allows for studying
collective rationality with respect to a number of
logics. We analyse the well-known paradoxes in
judgement aggregation and we pinpoint the reasoning
steps that trigger the inconsistencies. Moreover,
we extend the map of possibility and impossibility
results in judgement aggregation by discussing the
case of substructural logics. In particular, we show
that there exist fragments of linear logic for which
general possibility results can be obtained.
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Keywords | Judgment Aggregation Linear Logic Collective Rationality Collective Reasoning |
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References found in this work BETA
Aggregating Sets of Judgments: An Impossibility Result.Christian List & Philip Pettit - 2002 - Economics and Philosophy 18 (1):89-110.
Judgment Aggregation: A Survey.Christian List & Clemens Puppe - 2009 - In Christian List & Clemens Puppe (eds.), Handbook of Rational and Social Choice. Oxford University Press.
A Generalised Model of Judgment Aggregation.Franz Dietrich - 2007 - Social Choice and Welfare 4 (28):529-565.
Judgment Aggregation Without Full Rationality.Franz Dietrich & Christian List - 2008 - Social Choice and Welfare 31:15-39.
The Possibility of Judgment Aggregation on Agendas with Subjunctive Implications.Franz Dietrich - 2010 - Journal of Economic Theory 145 (2):603-638.
View all 6 references / Add more references
Citations of this work BETA
Logics for Modelling Collective Attitudes.Daniele Porello - 2018 - Fundamenta Informaticae 158 (1-3):239-27.
Judgement Aggregation in Non-Classical Logics.Daniele Porello - 2017 - Journal of Applied Non-Classical Logics 27 (1-2):106-139.
Non-Normal Modalities in Variants of Linear Logic.D. Porello & N. Troquard - 2015 - Journal of Applied Non-Classical Logics 25 (3):229-255.
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