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Modelling fast forms of visual neural plasticity using a modified second-order motion energy model
Authors
A Lingnau
A Pavan
+54 more
A Pavan
A Pavan
A Pavan
A Pinkus
AC Huk
Adriano Contillo
Andrea Pavan
B Wark
BA Haug
C Buchel
CE Boudreau
CM Hempel
D Giaschi
DH Arnold
DJ Amit
DM Groppe
E Seidemann
EH Adelson
ET Rolls
FAJ Verstraten
FS Chance
G Mather
G Rees
George Mather
J Culham
JA Varela
JE Zengel
JJ Strout
JR Bergen
K Moutoussis
KJ Stratford
KL Challinor
M Castro-Alamancos
M Hershenson
MA Georgeson
MG Fuortes
MM Taylor
NJ Priebe
NJ Priebe
P Cavanagh
PG Finlayson
R Kanai
RC Emerson
RG Vautin
S Holm
S Lisberger
S Treue
S Treue
SB Nelson
SJ Rainville
T Takeuchi
V Daelli
WA Grind van de
WAH Rushton
Publication date
1 January 2014
Publisher
'Springer Science and Business Media LLC'
Doi
Cite
Abstract
The Adelson-Bergen motion energy sensor is well established as the leading model of low-level visual motion sensing in human vision. However, the standard model cannot predict adaptation effects in motion perception. A previous paper Pavan et al.(Journal of Vision 10:1-17, 2013) presented an extension to the model which uses a first-order RC gain-control circuit (leaky integrator) to implement adaptation effects which can span many seconds, and showed that the extended model's output is consistent with psychophysical data on the classic motion after-effect. Recent psychophysical research has reported adaptation over much shorter time periods, spanning just a few hundred milliseconds. The present paper further extends the sensor model to implement rapid adaptation, by adding a second-order RC circuit which causes the sensor to require a finite amount of time to react to a sudden change in stimulation. The output of the new sensor accounts accurately for psychophysical data on rapid forms of facilitation (rapid visual motion priming, rVMP) and suppression (rapid motion after-effect, rMAE). Changes in natural scene content occur over multiple time scales, and multi-stage leaky integrators of the kind proposed here offer a computational scheme for modelling adaptation over multiple time scales. © 2014 Springer Science+Business Media New York
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