Cognitive Modelling ARTICLES Flashcards
Diffusion Model of Decision Making & Value learning through reinforcement learning
What does the diffusion model aim to explain?
Two-choice decision-making by modeling evidence accumulation.
What are the two main criteria in the diffusion model?
Evidence thresholds for decision alternatives.
What determines the time to make a decision in the diffusion model?
The time to accumulate enough evidence to cross a threshold.
What is ‘drift rate’ in the diffusion model?
The rate at which evidence accumulates toward a decision.
How does stimulus difficulty affect drift rate?
More difficult stimuli lead to lower drift rates.
What does between-trial variability in the model account for?
Differences in starting points and drift rates across trials.
What does the term ‘non-decision time’ refer to?
Time spent on processes other than decision-making, such as encoding and response.
How does the model explain the speed-accuracy tradeoff?
By adjusting the distance between decision thresholds.
What is the significance of response time distributions in the model?
They provide a detailed fit to empirical data on decision speed and accuracy.
How do the model’s parameters vary with stimulus discriminability?
Higher discriminability increases drift rate and reduces decision time.
What role does noise play in the diffusion process?
It introduces variability in evidence accumulation.
What is the function of setting different thresholds in the model?
To prioritize speed or accuracy depending on task demands.
What experimental data supports the diffusion model?
Distributions of reaction times and error rates under varying conditions.
How does starting point variability influence decision outcomes?
It biases decisions toward one threshold over the other.
What is a key advantage of the diffusion model over simpler decision models?
Its ability to predict both choice accuracy and detailed response time patterns.
What historical models influenced the development of the diffusion model?
Sequential sampling and random walk models.