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A diffusion-based framework for modeling systematic, time-varying cognitive processes.

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Cognitive process models often assume constant parameters, but psychological states change over time. Our new ParAcT-DDM framework accounts for these time-varying parameters, improving accuracy in decision-making research.

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Area of Science:

  • Cognitive Psychology
  • Computational Neuroscience
  • Decision Science

Background:

  • Cognitive models typically use static parameters, failing to capture dynamic psychological changes during tasks.
  • Practice, learning, and boredom systematically alter cognitive states over time.
  • Existing models do not adequately integrate temporal dynamics into decision-making frameworks.

Purpose of the Study:

  • Introduce and validate the Parameters Across Time Diffusion Decision Model (ParAcT-DDM) framework.
  • Model time-varying changes in diffusion decision model parameters (drift rate and threshold).
  • Assess the performance of ParAcT-DDM against standard diffusion models using empirical data.

Main Methods:

  • Developed the ParAcT-DDM, allowing diffusion model parameters to vary across time (trial- or block-varying).
  • Focused on modeling changes in drift rate (efficiency) and threshold (caution).
  • Empirically tested ParAcT-DDM variants on four existing datasets, including data with pre-experimental practice.

Main Results:

  • ParAcT-DDM variants significantly outperformed the standard diffusion model across all tested datasets.
  • Evidence suggests time-varying cognitive processes occur even in experiments designed to minimize practice effects.
  • The standard diffusion model yields biased parameter estimates when time-varying processes are present.

Conclusions:

  • The ParAcT-DDM framework offers a more robust approach to modeling cognitive processes by incorporating temporal dynamics.
  • Accounting for time-varying parameters is crucial for accurate inferences in cognitive and decision-making research.
  • ParAcT-DDM enhances the reliability of cognitive modeling by addressing systematic biases caused by unmodeled temporal changes.