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Modeling Verbal Behavior Deficits with the Stimulus Control Ratio Equation, SCoRE
Published on: May 14, 2019
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The transfer of Cfunc contextual control through equivalence relations
William F Perez1, Adriana P Fidalgo1, Roberta Kovac
1Paradigma - Centro de Ciências do Comportamento, Brazil.
Journal of the Experimental Analysis of Behavior
|April 21, 2015
Summary
Contextual stimuli (Cfunc) control derived relational responding. This study shows Cfunc control transfers to new stimuli in expanded networks and through equivalence, demonstrating flexible behavioral control.
Area of Science:
- Behavioral Psychology
- Stimulus Control
- Equivalence Relations
Background:
- Derived relational responding is influenced by contextual stimuli (Cfunc).
- Cfunc stimuli select specific stimulus functions, impacting behavior.
- Understanding Cfunc transfer is crucial for behavioral flexibility.
Purpose of the Study:
- Investigate the transfer of Cfunc contextual control through equivalence relations.
- Evaluate Cfunc maintenance after relational network expansion.
- Examine the establishment of novel contextual stimuli via Cfunc transfer.
Main Methods:
- Established equivalence relations and Cfunc stimuli (colors) controlling key-pressing.
- Expanded equivalence networks to assess Cfunc maintenance.
- Used equivalence to link colors and line patterns to test Cfunc transfer.
Main Results:
- Cfunc contextual control successfully transferred to novel stimuli within expanded networks.
- Line patterns acquired Cfunc, mirroring the function of previously established colored backgrounds.
- Demonstrated indirect acquisition of Cfunc through equivalence.
Conclusions:
- Cfunc contextual control exhibits transferability across expanded relational networks.
- Equivalence relations facilitate the establishment of novel Cfunc stimuli.
- Findings have implications for understanding and applying contextual control in behavior modification.
Keywords:
CfuncRelational Frame Theory (RFT)contextual controlcontextual cueequivalence relationshumanstransfer of functiontransformation of functionMore Related Videos
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