1989
DOI: 10.1007/bf00126430
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A mathematical analysis of the motion coherence theory

Abstract: In motion perception, there are a number of important phenomena involving coherence. Examples include motion capture and motion cooperativity. We propose a theoretical model, called the motion coherence theory, that gives a possible explanation for these effects [1,2]. In this framework, the aperture problem can also be thought of as a problem of coherence and given a similar explanation. We propose the concept of a velocity field defined everywhere in the image, even where there is no explicit motion informat… Show more

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Cited by 172 publications
(90 citation statements)
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“…According to the consistency theory, the relaxation labeling process increases the overall consistency by reducing local ambiguities [11], [20]. During the experiments, we verified that the labeling update process converge to an unambiguous solution starting from an arbitrary initialization.…”
Section: Convergence Of Relaxation Labelingmentioning
confidence: 60%
“…According to the consistency theory, the relaxation labeling process increases the overall consistency by reducing local ambiguities [11], [20]. During the experiments, we verified that the labeling update process converge to an unambiguous solution starting from an arbitrary initialization.…”
Section: Convergence Of Relaxation Labelingmentioning
confidence: 60%
“…Velocity coherence is a particular way of imposing smoothness on the underlying transformation. The concept of motion coherence is proposed in the motion coherence theory [38] which is intuitively interpreted as that points close to one another tend to move coherently. Examples of velocity fields with two different levels of motion coherence for two different point correspondences are illustrated in Figure 4.…”
Section: Motion Coherent Based Geometric Constraintmentioning
confidence: 99%
“…Velocity coherence is a particular way of imposing smoothness on the underlying transformation. The concept of motion coherence is proposed in the motion coherence theory [35] which is intuitively interpreted as that points close to one another tend to move coherently. Examples of velocity fields with two different levels of motion coherence for two different point correspondences are illustrated in Figure 4.…”
Section: Motion Coherent Based Geometric Constraintmentioning
confidence: 99%