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FLAP 2023

The Weak Completion Semantics and Counterexamples.

Journal Article Number 2 Logic in Computer Science

Abstract

An experiment has revealed that if the antecedent of a conditional sentence is denied, then most participants conclude that the negation of the consequent holds. However, a significant number of participants answered nothing follows if the antecedent of the conditional sentence was non-necessary, that is the case when given a conditional if A then C, both (¬A ¬C) and (¬A C) are deemed possible. The Weak Completion Semantics correctly models the answers of the majority, but cannot explain the number of nothing follows answers. In this paper we extend the Weak Completion Semantics by counterexamples. The extension allows it to explain the experimental findings.

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Keywords

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Context

Venue
IfCoLog Journal of Logics and their Applications
Archive span
2014-2026
Indexed papers
633
Paper id
740133407210320566