TY - JOUR
T1 - Understanding causal conditionals: A study of individual differences.
AU - Evans, Jonathan St B.T.
AU - Handley, Simon J.
AU - Neilens, Helen
AU - Over, David
PY - 2008/4/10
Y1 - 2008/4/10
N2 - Previous studies have suggested that a minority of university students, of lower cognitive ability, are inclined to interpret abstract conditional statements, if p then q, as if they were conjunctions: p and q. In the present study we administered the conditional truth table task to a large sample of students (n = 160), but using realistic, everyday causal conditionals. We also measured their general intelligence. While individual differences were found, these were not consistent with some participants adopting a conjunctive interpretation of such statements. Rather, it appears that students of lower cognitive ability are rather likely to assume that a conditional implies its converse, so that it means also if q then p. The results are discussed with reference to the suppositional theory of conditionals and our more general account of hypothetical thinking.
AB - Previous studies have suggested that a minority of university students, of lower cognitive ability, are inclined to interpret abstract conditional statements, if p then q, as if they were conjunctions: p and q. In the present study we administered the conditional truth table task to a large sample of students (n = 160), but using realistic, everyday causal conditionals. We also measured their general intelligence. While individual differences were found, these were not consistent with some participants adopting a conjunctive interpretation of such statements. Rather, it appears that students of lower cognitive ability are rather likely to assume that a conditional implies its converse, so that it means also if q then p. The results are discussed with reference to the suppositional theory of conditionals and our more general account of hypothetical thinking.
U2 - 10.1080/17470210802027961
DO - 10.1080/17470210802027961
M3 - Article
SN - 1747-0226
VL - 0
JO - Q J Exp Psychol (Colchester)
JF - Q J Exp Psychol (Colchester)
IS - 0
ER -