Inferential transitions

This paper provides a naturalistic account of inference. We posit that the core of inference is constituted by bare inferential transitions (BITs), transitions between discursive mental representations guided by rules built into the architecture of cognitive systems. In further developing the concep...

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Main Authors: Quilty-Dunn, J, Mandelbaum, E
Format: Journal article
Published: Routledge 2017
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author Quilty-Dunn, J
Mandelbaum, E
author_facet Quilty-Dunn, J
Mandelbaum, E
author_sort Quilty-Dunn, J
collection OXFORD
description This paper provides a naturalistic account of inference. We posit that the core of inference is constituted by bare inferential transitions (BITs), transitions between discursive mental representations guided by rules built into the architecture of cognitive systems. In further developing the concept of BITs, we provide an account of what Boghossian [2014] calls ‘taking’—that is, the appreciation of the rule that guides an inferential transition. We argue that BITs are sufficient for implicit taking, and then, to analyse explicit taking, we posit rich inferential transitions (RITs), which are transitions that the subject is disposed to endorse.
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spelling oxford-uuid:9452c6ed-ba35-451c-9ac8-6c0bb014af292022-03-26T23:38:43ZInferential transitionsJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:9452c6ed-ba35-451c-9ac8-6c0bb014af29Symplectic Elements at OxfordRoutledge2017Quilty-Dunn, JMandelbaum, EThis paper provides a naturalistic account of inference. We posit that the core of inference is constituted by bare inferential transitions (BITs), transitions between discursive mental representations guided by rules built into the architecture of cognitive systems. In further developing the concept of BITs, we provide an account of what Boghossian [2014] calls ‘taking’—that is, the appreciation of the rule that guides an inferential transition. We argue that BITs are sufficient for implicit taking, and then, to analyse explicit taking, we posit rich inferential transitions (RITs), which are transitions that the subject is disposed to endorse.
spellingShingle Quilty-Dunn, J
Mandelbaum, E
Inferential transitions
title Inferential transitions
title_full Inferential transitions
title_fullStr Inferential transitions
title_full_unstemmed Inferential transitions
title_short Inferential transitions
title_sort inferential transitions
work_keys_str_mv AT quiltydunnj inferentialtransitions
AT mandelbaume inferentialtransitions