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Input and output in distributive theory

Eyal, Nir and Herlitz, Anders LU (2023) In Noûs 57(1). p.3-25
Abstract
Distributive theories evaluate distributions of goods based on candidate recipients’ characteristics, e.g. how well off candidates are, how deserving they are, and whether they fare below sufficiency. But such characteristics vary across possible worlds, so distributive theories may differ in terms of the world which for them settles candidates’ characteristics. This paper examines how distributive theories differ in terms of whether candidate recipients’ relevant characteristics are grounded in the possible world that would take place if the distributor does not intervene (call it the “input” world) or if they are grounded in each possible world that the distributor can bring about through different decisions (call each an “output”... (More)
Distributive theories evaluate distributions of goods based on candidate recipients’ characteristics, e.g. how well off candidates are, how deserving they are, and whether they fare below sufficiency. But such characteristics vary across possible worlds, so distributive theories may differ in terms of the world which for them settles candidates’ characteristics. This paper examines how distributive theories differ in terms of whether candidate recipients’ relevant characteristics are grounded in the possible world that would take place if the distributor does not intervene (call it the “input” world) or if they are grounded in each possible world that the distributor can bring about through different decisions (call each an “output” world). We illustrate the importance of this distinction in relation to one distributive theory, prioritarianism. As we show, both input and output versions of prioritarianism are plausible interpretations of the literature, and there are good reasons to take input prioritarianism seriously. Ultimately, however, we argue that input prioritarianism should be rejected. (Less)
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author
and
publishing date
type
Contribution to journal
publication status
published
subject
keywords
Counterfactuals, Distributive justice, Egalitarianism, Prioritarianism
in
Noûs
volume
57
issue
1
pages
23 pages
publisher
Wiley-Blackwell
external identifiers
  • scopus:85110060117
ISSN
0029-4624
DOI
10.1111/nous.12392
language
English
LU publication?
no
id
c2c36a10-8c40-4288-983d-dd97e64ca2a8
date added to LUP
2023-10-27 10:10:11
date last changed
2023-11-01 16:08:09
@article{c2c36a10-8c40-4288-983d-dd97e64ca2a8,
  abstract     = {{Distributive theories evaluate distributions of goods based on candidate recipients’ characteristics, e.g. how well off candidates are, how deserving they are, and whether they fare below sufficiency. But such characteristics vary across possible worlds, so distributive theories may differ in terms of the world which for them settles candidates’ characteristics. This paper examines how distributive theories differ in terms of whether candidate recipients’ relevant characteristics are grounded in the possible world that would take place if the distributor does not intervene (call it the “input” world) or if they are grounded in each possible world that the distributor can bring about through different decisions (call each an “output” world). We illustrate the importance of this distinction in relation to one distributive theory, prioritarianism. As we show, both input and output versions of prioritarianism are plausible interpretations of the literature, and there are good reasons to take input prioritarianism seriously. Ultimately, however, we argue that input prioritarianism should be rejected.}},
  author       = {{Eyal, Nir and Herlitz, Anders}},
  issn         = {{0029-4624}},
  keywords     = {{Counterfactuals; Distributive justice; Egalitarianism; Prioritarianism}},
  language     = {{eng}},
  number       = {{1}},
  pages        = {{3--25}},
  publisher    = {{Wiley-Blackwell}},
  series       = {{Noûs}},
  title        = {{Input and output in distributive theory}},
  url          = {{http://dx.doi.org/10.1111/nous.12392}},
  doi          = {{10.1111/nous.12392}},
  volume       = {{57}},
  year         = {{2023}},
}