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The Implications of Numerical Representations for Stroop Interference

 K. Peschardt and J. Blair
  
 

Abstract:
Specific goals: Two main explanations of Stroop interference are the relative speed of processing and the connectionist model of Cohen et al (1996). This work was designed to test predictions derived from these accounts using the Number Stroop paradigm. Methods: Two experiments investigated the effect of increasing the numerical distance between the targets and distracters when either reading or counting different numbers of arabic numerals. Experiment 3 investigated the interfering effects on counting of two distracters either bracketing the target response (four 3s and 5s) or both greater than or less than the target response (four 2s and 3s or four 5s and 6s). Results: In experiments 1 and 2, increasing the numerical distance between targets and distracters when either reading or counting reduced interference. In other words, reaction times to two 5s were less than to two 3s whether you read the numeral or counted the number of numerals. Strikingly, however, in experiment 3, interference was less when the two distracters bracketed the target response than if the distracters were either both greater or less than the target response. Conclusions: The symmetrical interference of reading on counting and counting on reading is incompatible with the speed of processing account. However, the current results also require integration of the computational models of number line (Dehaene & Changeux, 1993) with those of Stroop before they can be explained.

 
 


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