Parallel Models of Reading and Numerical Cognition.

Reading and math are related due to many codeveloping skills. Historically, theorizing in these two areas has progressed separately, despite well-documented empirical evidence for a range of shared underlying developmental processes subserving these learning domains. The purpose of this article was...

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Publicado en:Canadian Journal of Experimental Psychology / Revue Canadienne de Psychologie Expérimentale Vol. 79; no. 2; pp. 129 - 137
Autores principales: Hall, Garret J., van Dijk, Wilhelmina, Chow, Jason C., Borkenhagen, Matthew J. Cooper
Formato: Artículo
Publicado: Canadian Psychological Association Jun2025
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Acceso en línea:Ver este registro en EBSCOhost
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      dt: Jun2025
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      pub: Canadian Psychological Association
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          Hall, Garret J.
          van Dijk, Wilhelmina
          Chow, Jason C.
          Borkenhagen, Matthew J. Cooper
        affil:
          Department of Educational Psychology and Learning Systems, Florida State University
          Department of Special Education and Rehabilitation Counseling, Utah State University
          Department of Hearing and Speech Sciences, Vanderbilt University Medical Center
          Department of Special Education, Vanderbilt University
          The Florida Center for Reading Research, Florida State University
          The School of Teacher Education, Florida State University
      su:
        United States
        Reading
        Linguistics
        Phonetics
        Learning disabilities
        Cognition
        Mathematics
        Simulation methods in education
        Conceptual structures
        Latent semantic analysis
        Mathematical models
        Theory
        Learning strategies
      sug:
        subj:
          Reading
          Linguistics
          Phonetics
          Learning disabilities
          Cognition
          United States
          Mathematics
          Simulation methods in education
          Conceptual structures
          Latent semantic analysis
          Mathematical models
          Theory
          Learning strategies
      keyword:
        cognition numérique
        connectionism
        connexionnisme
        division du travail
        division of labor
        modèle du triangle
        modèle du triple code
        numerical cognition
        Triangle Framework
        Triple Code Model
        cognition numérique
        connexionnisme
        division du travail
        modèle du triangle
        modèle du triple code
        cognition numérique
        connectionism
        connexionnisme
        division du travail
        division of labor
        modèle du triangle
        modèle du triple code
        numerical cognition
        Triangle Framework
        Triple Code Model
        cognition numérique
        connexionnisme
        division du travail
        modèle du triangle
        modèle du triple code
      ab: Reading and math are related due to many codeveloping skills. Historically, theorizing in these two areas has progressed separately, despite well-documented empirical evidence for a range of shared underlying developmental processes subserving these learning domains. The purpose of this article was to describe the links between the Triple Code Model, an influential model of numerical cognition, and the Triangle Framework, a dominant model of learning to read. We describe several parallels between the theoretical models and discuss how the cognitive mechanisms posited by the Triangle Framework might be used to understand the commonalities in learning processes across these learning domains. In particular, we discuss how the cognitive mechanisms implemented in the Triangle Framework can be used to understand linguistic aspects of numerical cognition, specifically, learning the connections among numerals (e.g., 24) and spoken words (e.g., twenty-four), and linking those to semantic representations of magnitude. Following from these commonalities between the two models, we discuss several ways that interdisciplinary work integrating both models can benefit math cognition research.
      pubtype: Academic Journal
      doctype: Article
      src: R
    language: English
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