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Computational Cognitive Modeling: The Drift Diffusion Model

Manual: General · Subject: Psychology

Analyze sequential sampling models to understand the cognitive dynamics of two-choice decision-making.

Sequential Sampling Models

The Wiener Diffusion Process

The Drift Diffusion Model (DDM) separates two-choice decision processes into distinct cognitive components by modeling reaction time and accuracy simultaneously. Evidence accumulates over time according to a stochastic Wiener process: dX(t)=vdt+sdW(t)dX(t) = v dt + s dW(t) where vv is the drift rate (signal) and ss represents intra-trial Gaussian noise.

Drift Diffusion vs. Reinforcement Learning

Drift Diffusion Model (DDM)

  • Models rapid, single-trial perceptual decisions
  • Focuses on reaction time distributions and accuracy
  • Parameters represent evidence accumulation speed and thresholds

Reinforcement Learning (RL)

  • Models learning across multiple trials
  • Focuses on choice probabilities and value updating
  • Parameters represent learning rate and exploration/exploitation
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Parameter Estimation

Estimating DDM parameters using Maximum Likelihood can be unstable with small trial counts. Modern approaches use Hierarchical Bayesian estimation (e.g., HDDM in Python) to constrain individual parameters using group-level priors.

Which parameter in the Drift Diffusion Model primarily reflects the speed of information processing or the quality of the stimulus?

Which DDM parameter represents the distance between the two decision thresholds, reflecting response caution?

DDM Parameters and Cognitive Interpretations

ParameterSymbolCognitive Interpretation
Drift RatevSpeed of evidence accumulation / task difficulty
Boundary SeparationaSpeed-accuracy tradeoff / response caution
Non-decision Timet or TerMotor execution and sensory encoding time
Starting PointzA priori bias toward one response alternative