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Megamap: flexible representation of a large space embedded with nonspatial information by a hippocampal attractor network
Author(s) -
Kathryn Hedrick,
Kechen Zhang
Publication year - 2016
Publication title -
journal of neurophysiology
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.302
H-Index - 245
eISSN - 1522-1598
pISSN - 0022-3077
DOI - 10.1152/jn.00856.2015
Subject(s) - attractor , computer science , entorhinal cortex , hippocampal formation , flexibility (engineering) , representation (politics) , cognitive map , stability (learning theory) , encoding (memory) , path integration , theoretical computer science , artificial intelligence , cognition , neuroscience , machine learning , mathematics , psychology , mathematical analysis , statistics , politics , political science , law
The problem of how the hippocampus encodes both spatial and nonspatial information at the cellular network level remains largely unresolved. Spatial memory is widely modeled through the theoretical framework of attractor networks, but standard computational models can only represent spaces that are much smaller than the natural habitat of an animal. We propose that hippocampal networks are built on a basic unit called a "megamap," or a cognitive attractor map in which place cells are flexibly recombined to represent a large space. Its inherent flexibility gives the megamap a huge representational capacity and enables the hippocampus to simultaneously represent multiple learned memories and naturally carry nonspatial information at no additional cost. On the other hand, the megamap is dynamically stable, because the underlying network of place cells robustly encodes any location in a large environment given a weak or incomplete input signal from the upstream entorhinal cortex. Our results suggest a general computational strategy by which a hippocampal network enjoys the stability of attractor dynamics without sacrificing the flexibility needed to represent a complex, changing world.

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