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A cognitive process model captures near-optimal confidence-guided waiting in rats
J Tyler Boyd-Meredith1,2, Alex T Piet3, Chuck D Kopec1
1Princeton Neuroscience Institute, Princeton University, Princeton, United States.
Rats trained on a confidence-guided waiting task demonstrated that while mean wait times increased with confidence, variability did not. This suggests internal variability influences decision-making differently than previously thought.
Area of Science:
- Behavioral neuroscience
- Cognitive psychology
- Decision science
Background:
- Decision-makers allocate more time to pursue rewards with higher confidence.
- Willingness to wait for delayed rewards is often used as a proxy for decision confidence.
- Previous research lacked clarity on how environmental statistics and internal variability affect optimal waiting behavior.
Purpose of the Study:
- To investigate how environmental statistics, including travel time, influence optimal waiting strategies.
- To model the impact of internal variability sources on decision-making during confidence-guided waiting.
- To develop a process model for decision-making in confidence-guided waiting tasks.
Main Methods:
- Trained rats on a confidence-guided waiting task.
- Derived mathematical expressions for optimal waiting incorporating environmental statistics.
- Developed an accumulation-to-bound process model to analyze internal variability.
Main Results:
- Rats exhibited longer wait times than theoretically optimal agents.
- Rat behavior closely matched optimal agents when travel times were constrained.
- Mean wait times increased with confidence, but variability did not, contrary to scalar invariant timing.
- Variability was best explained by fluctuations in the stopping bound.
Conclusions:
- The study provides a tractable process model for confidence-guided waiting.
- Environmental statistics and internal variability significantly influence decision processes.
- Internal variability's effect on waiting time is primarily mediated by the stopping bound, not scalar timing.
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