| Literature DB >> 25140145 |
Jennifer E Sutton1, Nora S Newcombe2.
Abstract
The hippocampus has long been known to play a role in allocentric spatial coding, but its specific involvement in reorientation, or the recalibration of a disrupted egocentric spatial representation using allocentric spatial information, has received less attention. Initially, the cognitive literature on reorientation focused on a "geometric module" sensitive to the shape formed by extended surfaces in the environment, and the neuroscience literature followed with proposals that particular MTL regions might be the seat of such a module. However, with behavioral evidence mounting that a modular cognitive architecture is unlikely, recent work has begun to directly address the issue of the neural underpinnings of reorientation. In this review, we describe the reorientation paradigm, initial proposals for the role of the MTL when people reorient, our recent work on the neural bases of reorientation, and finally, how this new information regarding neural mechanism helps to re-interpret and clarify the original behavioral reorientation data.Entities:
Keywords: allocentric representation; geometric module; hippocampus; spatial cognition; spatial reorientation
Year: 2014 PMID: 25140145 PMCID: PMC4122240 DOI: 10.3389/fnhum.2014.00596
Source DB: PubMed Journal: Front Hum Neurosci ISSN: 1662-5161 Impact factor: 3.169
Figure 1Overhead views of typical rooms used to study reorientation. On each trial, participants first see a target object hidden in one of the four corners, are then disoriented, and finally must point to the corner with the object. In the Feature + Room Geometry condition, three walls are identical and one is unique, so that participants may encode the target object (star) using room geometry (e.g., long wall on the left, short wall on the right), the position of the object relative to the unique wall, or both. In the Room Geometry Only condition, there is no feature to disambiguate the correct corner (upper right star) from its rotational equivalent (lower left star), so these two corners are chosen about equally.