Bayesian modeling of dynamic motion integration.
The quality of the representation of an object's motion is limited by the noise in the sensory input as well as by an intrinsic ambiguity due to the spatial limitation of the visual motion analyzers (aperture problem). Perceptual and oculomotor data demonstrate that motion processing of extended objects is initially dominated by the local 1D motion cues, related to the object's edges and orthogonal to them, whereas 2D information, related to terminators (or edge-endings), takes progressively over and leads to the final correct representation of global motion. A Bayesian framework accounting for the sensory noise and general expectancies for object velocities has proven successful in explaining several experimental findings concerning early motion processing [Weiss, Y., Adelson, E., 1998. Slow and smooth: a Bayesian theory for the combination of local motion signals in human vision. MIT Technical report, A.I. Memo 1624]. In particular, these models provide a qualitative account for the initial bias induced by the 1D motion cue. However, a complete functional model, encompassing the dynamical evolution of object motion perception, including the integration of different motion cues, is still lacking. Here we outline several experimental observations concerning human smooth pursuit of moving objects and more particularly the time course of its initiation phase, which reflects the ongoing motion integration process. In addition, we propose a recursive extension of the Bayesian model, motivated and constrained by our oculomotor data, to describe the dynamical integration of 1D and 2D motion information. We compare the model predictions for object motion tracking with human oculomotor recordings.
Montagnini
Anna
A
Institut de Neurosciences Cognitives de la Méditerrannée, UMR 6193 CNRS - Université de la Méditerranée, 31 Chemin Joseph Aiguier, 13402, Marseille, France. Anna.Montagnini@incm.cnrs-mrs.fr
Mamassian
Pascal
P
Perrinet
Laurent
L
Castet
Eric
E
Masson
Guillaume S
GS
D001499:Bayes Theorem; D005133:Eye Movements / Q000502:physiology; D006801:Humans; D008954:Models, Biological; D009038:Motion; D009039:Motion Perception / Q000502:physiology*; D009802:Oculomotor Nerve / Q000502:physiology