Individuation criteria and copredication: modification in context

When instances of copredication (e.g., 'damaged, insightful book') are combined with quantification such as that provided by numerals (e.g., 'three damaged, insightful books'), it has been argued that the result is a 'double-distinctness' interpretation. For instance, ‘three damaged insightful books, each of which are physically distinct and informationally distinct from the others’ (see, e.g, Gotham, 2017; Chatzikyriakidis and Luo, 2018). However, doubt has been cast on this view by Liebesman and Magidor (2017, 2019), who provide examples where the double distinctness reading does not arise. The challenge that is taken up in this paper is to explain, in a systematic way, why quantified copredication constructions seem to have double- distinctness interpretations in simple and/or minimal contexts, and also why and on what basis these can be overridden in more elaborate contexts.

Publication Details

Journal
Open Journal Systems (Global Science & Technology Forum)
Published
2024-12-13
DOI
https://doi.org/10.18148/sub/2024.v28.1167
Citations
1
Primary Topic
Philosophy and Theoretical Science
Type
article
Field-Weighted Citation Impact
0.51
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article

Individuation criteria and copredication: modification in context

1 citations
Open Journal Systems (Global Science & Technology Forum)
Philosophy and Theoretical Science
0.51
article

Individuation criteria and copredication: modification in context

article en
1 citations

Abstract

When instances of copredication (e.g., 'damaged, insightful book') are combined with quantification such as that provided by numerals (e.g., 'three damaged, insightful books'), it has been argued that the result is a 'double-distinctness' interpretation. For instance, ‘three damaged insightful books, each of which are physically distinct and informationally distinct from the others’ (see, e.g, Gotham, 2017; Chatzikyriakidis and Luo, 2018). However, doubt has been cast on this view by Liebesman and Magidor (2017, 2019), who provide examples where the double distinctness reading does not arise. The challenge that is taken up in this paper is to explain, in a systematic way, why quantified copredication constructions seem to have double- distinctness interpretations in simple and/or minimal contexts, and also why and on what basis these can be overridden in more elaborate contexts.

Open Journal Systems (Global Science & Technology Forum)
Quality Education
Openalex Percentile: Top 26%
Philosophy and Theoretical Science
0.51
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