This file was created by the Typo3 extension
sevenpack version 0.7.14
--- Timezone: CEST
Creation date: 2018-07-16
Creation time: 14-15-49
--- Number of references
1
inproceedings
KhemlaniHJ2017_2
The provenance of modal inference
2017
7
663-668
People reason about possibilities routinely, and reasoners can infer “modal” conclusions, i.e., conclusions that concern what is possible or necessary, from premises that make no mention of modality. For instance, given that Cullen was born in New York or Kentucky, it is intuitive to infer that it’s possible that Cullen was born in New York, and a recent set of studies on modal reasoning bear out these intuitions (Hinterecker, Knauff, & Johnson-Laird, 2016). What explains the tendency to make modal inferences? Conventional logic does not apply to modal reasoning, and so logicians invented many alternative systems of modal logic to capture valid modal inferences. But, none of those systems can explain the inference above. We posit a novel theory based on the idea that reasoners build mental models, i.e., iconic simulations of possibilities, when they reason about sentential connectives such as and, if, and or (Johnson-Laird, 2006). The theory posits that reasoners represent a set of conjunctive possibilities to capture the meanings of compound assertions. It is implemented in a new computational process model of sentential reasoning that can draw modal conclusions from non-modal premises. We describe the theory and computational model, and show how its performance matches reasoners’ inferences in two studies by Hinterecker et al. (2016). We conclude by discussing the model-based theory in light of alternative accounts of reasoning.
http://www.cyberneum.de
http://www.cyberneum.de
http://www.cyberneum.de
Department Bülthoff
https://mindmodeling.org/cogsci2017/
Gunzelmann, G. , A. Howes, T. Tenbrink, E. Davelaar
Cognitive Science Society
Austin, TX, USA
Computational Foundations of Cognition
London, UK
39th Annual Meeting of the Cognitive Science Society (CogSci 2017)
978-0-9911967-6-0
SKhemlani
thintereckerTHinterecker
PNJohnson-Laird