On Refractive
Optical Flow
Sameer Agarwal, Satya P. Mallick, David Kriegman and Serge Belongie
Abstract
This paper presents a
novel generalization of the optical flow equation to the case of
refraction, and it describes a method for recovering the refractive
structure of an object from a video sequence acquired as the background
behind the refracting object moves. By structure here we mean a
representation of how the object warps and attenuates (or amplifies)
the light passing through it. We distinguish between the cases
when the background motion is known and unknown. We show that when the
motion is unknown, the refractive structure can only be estimated up to
a six-parameter family of solutions without additional sources of
information. Methods for solving for the refractive structure are
described in both cases. The performance of the algorithm is
demonstrated on real data, and results of applying the estimated
refractive structure to the task of environment matting and compositing
are presented.
Downloads
ECCV 2004 [pdf]
[with_water.mov]
[without_water.mov]