Article

Temporal dynamics of 2D motion integration for ocular following in macaque monkeys.

Team DyVA, Institut de Neurosciences Cognitives de la Méditerranée, Centre National de la Recherche Scientifique, Aix-Marseille Université, Marseille, France.
Journal of Neurophysiology (impact factor: 3.32). 03/2010; 103(3):1275-82. DOI:10.1152/jn.01061.2009 pp.1275-82
Source: PubMed

ABSTRACT Several recent studies have shown that extracting pattern motion direction is a dynamical process where edge motion is first extracted and pattern-related information is encoded with a small time lag by MT neurons. A similar dynamics was found for human reflexive or voluntary tracking. Here, we bring an essential, but still missing, piece of information by documenting macaque ocular following responses to gratings, unikinetic plaids, and barber-poles. We found that ocular tracking was always initiated first in the grating motion direction with ultra-short latencies (approximately 55 ms). A second component was driven only 10-15 ms later, rotating tracking toward pattern motion direction. At the end the open-loop period, tracking direction was aligned with pattern motion direction (plaids) or the average of the line-ending motion directions (barber-poles). We characterized the dependency on contrast of each component. Both timing and direction of ocular following were quantitatively very consistent with the dynamics of neuronal responses reported by others. Overall, we found a remarkable consistency between neuronal dynamics and monkey behavior, advocating for a direct link between the neuronal solution of the aperture problem and primate perception and action.

0 0
 · 
0 Bookmarks
 · 
15 Views

Keywords

aperture problem
 
direct link
 
dynamical process
 
extracting pattern motion direction
 
grating motion direction
 
human reflexive
 
line-ending motion directions
 
macaque ocular
 
monkey behavior
 
MT neurons
 
neuronal dynamics
 
neuronal responses
 
neuronal solution
 
open-loop period
 
pattern motion direction
 
pattern-related information
 
second component
 
similar dynamics
 
small time
 
ultra-short latencies
 

Fréderic V Barthélemy