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Related Experiment Videos

Pattern structure and relational discrimination learning.

P C Dodwell

    Perception
    |January 1, 1977
    PubMed
    Summary
    This summary is machine-generated.

    Anomalous transfer (AT) is explained by relational learning, not stimulus structure. McGonigle and Jones

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    Area of Science:

    • Cognitive psychology
    • Perception
    • Learning theory

    Background:

    • Dodwell's explanation of anomalous transfer (AT) posits relational discriminations among stimuli varying in orientational salience.
    • McGonigle and Jones challenged this, suggesting stimulus structure (Garner) and rejecting Hubel-and-Wiesel type retinal receptive fields.
    • They reported findings where AT failed to occur under specific conditions.

    Purpose of the Study:

    • To re-evaluate Dodwell's relational discrimination model of anomalous transfer (AT).
    • To address McGonigle and Jones' critique regarding stimulus structure and AT.
    • To clarify the conditions under which AT is predicted by the relational model.

    Main Methods:

    • Theoretical analysis of anomalous transfer (AT) models.

    Related Experiment Videos

  • Critique of McGonigle and Jones' interpretation of AT and stimulus structure.
  • Examination of predictions made by the relational discrimination model versus stimulus structure accounts.
  • Main Results:

    • The relational discrimination model does not predict AT under the specific conditions reported by McGonigle and Jones.
    • This indicates a misunderstanding of the relational model's predictions by McGonigle and Jones.
    • The relational model offers precise predictions for AT occurrence, unlike stimulus structure explanations.

    Conclusions:

    • Anomalous transfer (AT) is best explained as a result of relational learning, not solely stimulus structure.
    • The relational model accurately predicts AT under specific conditions, offering a more robust explanation.
    • The nature of underlying neural units (e.g., Hubel-and-Wiesel type) is secondary to the principle of relational learning in explaining AT.