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Published on: January 5, 2018
A memory-based account of retrospective revaluation
Randall K Jamieson1, Samuel D Hannah, Matthew J C Crump
1Department of Psychology, University of Manitoba, Winnipeg, MB, Canada, R3T 2N2. randy_jamieson@umanitoba.ca
This study adapts the Minerva 2 human memory model to simulate retrospective revaluation, demonstrating how memory traces and expectancy-encoding explain complex associative learning phenomena.
Area of Science:
- Cognitive Psychology
- Computational Neuroscience
- Machine Learning
Background:
- Human memory research often models learning and recall separately.
- Retrospective revaluation, where prior learning influences later judgments, presents a challenge for existing memory models.
- Associative learning requires understanding how events are linked and updated in memory.
Purpose of the Study:
- To adapt the instance-based human memory model, Minerva 2, for simulating retrospective revaluation.
- To investigate how memory traces and expectancy-encoding contribute to complex associative learning.
- To computationally model phenomena such as backward blocking and recovery from blocking.
Main Methods:
- Utilizing the Minerva 2 instance model, which stores individual trial events as separate memory traces.
- Implementing a parallel probe mechanism where memory contacts all traces simultaneously.
- Modeling learning as cued-recall and encoding via differential encoding of unexpected probe features (expectancy-encoding).
Main Results:
- The adapted Minerva 2 model successfully simulated three key examples of retrospective revaluation.
- Demonstrated backward blocking, recovery from blocking, and backward conditioned inhibition within the model.
- Showcased the model's ability to integrate human memory principles with complex associative learning.
Conclusions:
- Instance-based memory models, like Minerva 2, can effectively simulate retrospective revaluation.
- Expectancy-encoding provides a mechanism for updating memory representations based on prediction errors.
- This work bridges computational models of memory with theories of associative learning.
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