Solving Motion Planes by Projection and Ring Integration

Abstract

We present a new method to find motion planes in energy based and spatio-temporal derivative optical flow. Because our method makes few assumptions about the motion model and the number of motions present in the sampling window, we are able to recover simple single motion as well as complex distributions involving transparency and occlusions. We also discuss the effects of spectral overlapping in the case of energy-based methods and present some results on synthetic and natural sequences.

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