The Geometry of Abstraction in the Hippocampus and Prefrontal Cortex
Author(s) -
Silvia Bernardi,
Marcus K. Benna,
Mattia Rigotti,
Jérôme Munuera,
Stefano Fusi,
C. Daniel Salzman
Publication year - 2020
Publication title -
cell
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 26.304
H-Index - 776
eISSN - 1097-4172
pISSN - 0092-8674
DOI - 10.1016/j.cell.2020.09.031
Subject(s) - curse of dimensionality , abstraction , generalization , artificial neural network , prefrontal cortex , computer science , artificial intelligence , task (project management) , machine learning , pattern recognition (psychology) , biology , mathematics , neuroscience , cognition , mathematical analysis , philosophy , management , epistemology , economics
The curse of dimensionality plagues models of reinforcement learning and decision making. The process of abstraction solves this by constructing variables describing features shared by different instances, reducing dimensionality and enabling generalization in novel situations. Here, we characterized neural representations in monkeys performing a task described by different hidden and explicit variables. Abstraction was defined operationally using the generalization performance of neural decoders across task conditions not used for training, which requires a particular geometry of neural representations. Neural ensembles in prefrontal cortex, hippocampus, and simulated neural networks simultaneously represented multiple variables in a geometry reflecting abstraction but that still allowed a linear classifier to decode a large number of other variables (high shattering dimensionality). Furthermore, this geometry changed in relation to task events and performance. These findings elucidate how the brain and artificial systems represent variables in an abstract format while preserving the advantages conferred by high shattering dimensionality.
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