Literature DB >> 18265619

Rote memory and arithmetic fact processing.

Virginia M Holmes1, Jennifer McGregor.   

Abstract

The goal of the study was to examine the part played by skill in memorizing arbitrary sequences in the efficiency with which normal young adults perform simple arithmetic fact problems. The first experiment showed a clear independent role for sequence memory in all arithmetic fact processing, but a lesser role for semantic retrieval. This result was particularly true for large-answer multiplication problems and subtraction and division problems with large first operands. In a second experiment, which included a visuomotor processing control task, sequence memory predicted processing of all arithmetic problems apart from small additions independently of semantic retrieval, with the most robust independent contribution being to large-answer multiplication problems. The results, which are compatible with Dehaene and colleagues' triple-code model, suggest that rote learning may be a successful way for some people to process arithmetic facts efficiently.

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Year:  2007        PMID: 18265619     DOI: 10.3758/bf03192936

Source DB:  PubMed          Journal:  Mem Cognit        ISSN: 0090-502X


  19 in total

1.  Language and calculation within the parietal lobe: a combined cognitive, anatomical and fMRI study.

Authors:  L Cohen; S Dehaene; F Chochon; S Lehéricy; L Naccache
Journal:  Neuropsychologia       Date:  2000       Impact factor: 3.139

2.  Cortical areas differentially involved in multiplication and subtraction: a functional magnetic resonance imaging study and correlation with a case of selective acalculia.

Authors:  K M Lee
Journal:  Ann Neurol       Date:  2000-10       Impact factor: 10.422

3.  DMDX: a windows display program with millisecond accuracy.

Authors:  Kenneth I Forster; Jonathan C Forster
Journal:  Behav Res Methods Instrum Comput       Date:  2003-02

Review 4.  Cognitive arithmetic: a review of data and theory.

Authors:  M H Ashcraft
Journal:  Cognition       Date:  1992-08

5.  Three parietal circuits for number processing.

Authors:  Stanislas Dehaene; Manuela Piazza; Philippe Pinel; Laurent Cohen
Journal:  Cogn Neuropsychol       Date:  2003-05-01       Impact factor: 2.468

6.  Cerebral pathways for calculation: double dissociation between rote verbal and quantitative knowledge of arithmetic.

Authors:  S Dehaene; L Cohen
Journal:  Cortex       Date:  1997-06       Impact factor: 4.027

7.  Production, verification, and priming of multiplication facts.

Authors:  J I Campbell
Journal:  Mem Cognit       Date:  1987-07

8.  Architectures for numerical cognition.

Authors:  J I Campbell
Journal:  Cognition       Date:  1994-10

9.  Approximate quantities and exact number words: dissociable systems.

Authors:  Cathy Lemer; Stanislas Dehaene; Elizabeth Spelke; Laurent Cohen
Journal:  Neuropsychologia       Date:  2003       Impact factor: 3.139

Review 10.  Varieties of numerical abilities.

Authors:  S Dehaene
Journal:  Cognition       Date:  1992-08
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  1 in total

1.  A formal model of fuzzy-trace theory: Variations on framing effects and the Allais paradox.

Authors:  David A Broniatowski; Valerie F Reyna
Journal:  Decision (Wash D C )       Date:  2017-05-29
  1 in total

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