Close
This site uses cookies

By using this site, you consent to our use of cookies. You can view our terms and conditions for more information.

Towards a method for evaluating convergence across modeling frameworks

Authors
Dr. Lorraine Borghetti
Air Force Research Labratory ~ 711 HPW/RHWOH
Dr. Christopher Fisher
Parallax Advanced Research
Prof. Joe Houpt
University of Texas at San Antonio ~ Psychology
Dr. Leslie Blaha
Air Force Office of Scientific Research
Dr. Glenn Gunzelmann
U.S. Air Force Research Laboratory ~ Airman Systems Directorate
Christopher Adam Stevens
Air Force Research Laboratory
Abstract

Model convergence is an alternative approach for evaluating computational models of cognition. Convergence occurs when multiple models provide similar explanations for a phenomenon. In contrast to competitive comparisons which focus on model differences, identifying areas of convergence can provide evidence for overarching theoretical ideas. We proposed criteria for convergence which require models to be high in predictive and cognitive similarity. We then used a cross fitting method to explore the extent to which models from distinct computational frameworks---quantum cognition and the cognitive architecture ACT-R---converge on explanations of the interference effect. Our analysis revealed the models to be moderately high in predictive similarity but mixed for cognitive similarity. Though convergence was limited, the analysis suggests that interference effects emerge from interactions between uncertainty and the degree to which an individual relies on typical cases to make decisions. This result demonstrates the utility of convergence analysis as a method for integrating insights from multiple models.

Tags

Keywords

Interference effects
model convergence
quantum cognition
ACT-R
Discussion
New

There is nothing here yet. Be the first to create a thread.

Cite this as:

Borghetti, L., Fisher, C. R., Houpt, J., Blaha, L., Gunzelmann, G., & Stevens, C. (2022, July). Towards a method for evaluating convergence across modeling frameworks. Paper presented at Virtual MathPsych/ICCM 2022. Via mathpsych.org/presentation/729.