Literature DB >> 15513247

The difference between generating counter examples and using them during reasoning.

Niki Verschueren1, Walter Schaeken, Wim De Neys, Géry d'Ydewalle.   

Abstract

The aim of this article is to provide insight into the types of long-term knowledge that are used for solving causal conditional inferences. Two taxonomies were constructed to map the types of counter example. The available counter examples are traditionally probed via a counter example generation task. We observed that there are some significant differences in the types of counter example retrieved in the reasoning task versus the generation task. The generation task can be used for predicting answers that sprout from a reasoning process that takes counter example into account, but some participants use a different reasoning process in which the available semantic information is not used as contrasting evidence. Nonetheless, we found that the results of the generation task validly predicted the proportion of inferences accepted as well as the number of counter examples used during reasoning.

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Year:  2004        PMID: 15513247     DOI: 10.1080/02724980343000774

Source DB:  PubMed          Journal:  Q J Exp Psychol A        ISSN: 0272-4987


  4 in total

1.  Inference suppression and semantic memory retrieval: every counterexample counts.

Authors:  Wim De Neys; Walter Schaeken; Géry d'Ydewalle
Journal:  Mem Cognit       Date:  2003-06

2.  Reasoning from an incompatibility: False dilemma fallacies and content effects.

Authors:  Janie Brisson; Henry Markovits; Serge Robert; Walter Schaeken
Journal:  Mem Cognit       Date:  2018-07

3.  Everyday conditional reasoning: a working memory-dependent tradeoff between counterexample and likelihood use.

Authors:  Niki Verschueren; Walter Schaeken; Gery d'Ydewalle
Journal:  Mem Cognit       Date:  2005-01

Review 4.  Neural correlates of causal power judgments.

Authors:  Denise Dellarosa Cummins
Journal:  Front Hum Neurosci       Date:  2014-12-22       Impact factor: 3.169

  4 in total

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