J. Konrad and C. Stiller, On Gibbs-Markov Models for Motion Computation, pp. 121--154, In Video Data Compression for Multimedia Computing: Statistically Based and Biologically Inspired Techniques. H. Li, S. Sun and H. Derin, eds., Kluwer Academic Publishers, 1997. Home/Search Document Details and Download
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.... of Eq.5 over all possible realizations of intensities (all possible current frames) In general Z 1 is functionally dependent on the unknown fields L and Theta in the degree that the intensity variability along each trajectory is dependent on the intensity variability along other trajectories [34]. The independency assumption, although it is violated for example in occlusion areas, is one of the most common assumptions in the motion related literature and will be also adopted in our work. Under this assumption, Z 1 can be considered as a normalization constant which does not effect the ....
J. Konrad and C. Stiller, On Gibbs-Markov Models for Motion Computation, pp. 121--154, In Video Data Compression for Multimedia Computing: Statistically Based and Biologically Inspired Techniques. H. Li, S. Sun and H. Derin, eds., Kluwer Academic Publishers, 1997.
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