Reasoning as we read: Establishing the probability of causal conditionals.

Indicative conditionals of the form if p then q (e.g., if student tuition fees rise, then applications for university places will fall) invite consideration of a hypothetical event (e.g., tuition fees rising) and of one of its possible consequences (e.g., applications falling). Since a rise in tuiti...

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Publicado en:Memory & Cognition Vol. 41; no. 1; pp. 152 - 159
Autores principales: Haigh, Matthew, Stewart, Andrew, Connell, Louise
Formato: Artículo
Publicado: Springer Nature Jan2013
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Acceso en línea:Ver este registro en EBSCOhost
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        atl: Reasoning as we read: Establishing the probability of causal conditionals.
      aug:
        au:
          Haigh, Matthew
          Stewart, Andrew
          Connell, Louise
        affil: School of Psychological Sciences, University of Manchester, Manchester M13 9PL UK
      su:
        England
        Cognition
        College students
        Logic
        Psycholinguistics
        Reading
        Confidence intervals
        Statistical correlation
        Case studies
        Probability theory
        Regression analysis
        Research funding
        Descriptive statistics
      sug:
        subj:
          Cognition
          College students
          Logic
          Psycholinguistics
          Reading
          England
          Confidence intervals
          Statistical correlation
          Case studies
          Probability theory
          Regression analysis
          Research funding
          Descriptive statistics
      keyword:
        Conditionals
        if
        Mental models
        Reasoning
        Supposition
        Conditionals
        if
        Mental models
        Reasoning
        Supposition
      ab: Indicative conditionals of the form if p then q (e.g., if student tuition fees rise, then applications for university places will fall) invite consideration of a hypothetical event (e.g., tuition fees rising) and of one of its possible consequences (e.g., applications falling). Since a rise in tuition fees is an uncertain event with equally uncertain consequences, a reader may believe the statement to a greater or lesser extent. As a conditional is read, the earliest point at which this probabilistic evaluation can take place is as the consequent clause is wrapped up (e.g., as the critical word fall is read in the example above). Wrap-up processing occurs at the end of the clause, as it is evaluated and integrated into the evolving discourse representation. Five sources of probability may plausibly influence the evaluation of a conditional as it is wrapped up; these are P( p), P( q), P( pq), P( q| p), and P(not- p or q). A total of 128 conditionals were constructed, with these probabilities calculated for each item in a pretest. The conditionals were then embedded in vignettes and read by 36 participants on a word-by-word basis. Using linear mixed-effects modeling, we found that wrap-up reading times were predicted by pretest ratings of P( p) and P( q| p). There was no influence of P( q), P( pq), or P(not- p or q) on wrap-up reading times. Our findings are consistent with the suppositional theory of conditionals proposed by Evans and Over () but do not support the mental-models theory advanced by Johnson-Laird and Byrne ().
      pubtype: Academic Journal
      doctype: Article
      src: R
    language: English
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