| M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo". IEEE Trans. on PAMI, 26 (8), 710--717, 2004 |
.... Shao [104] a multi view technique for virtual view generation) 18) Maximum surface technique, Sun [108] a fast stereo algorithm using rectangular subregions) 19) Belief propagation, Sun et al. 109] a MRF formulation using Bayesian belief propagation) 20) Layered stereo, Lin and Tomasi [69] (a preliminary version of an extension of the multiway cut method [14] Some of these algorithms do not compute disparity estimates everywhere, in particular those that explicitly model occlusions (3 and 11) but also (16) which leaves lowconfidence regions unmatched. In these cases we fill ....
M. Lin and C. Tomasi. Surfaces with occlusions from layered stereo. Technical report, Stanford University, 2002. In preparation.
....minimum cut on the graph also minimizes the energy (either globally or locally) The minimum cut in turn can be computed very e#ciently by max flow algorithms. These methods have been successfully used for a wide variety of vision problems including image restoration [8, 9, 17,19] stereoandmotion[4,8,9,18,23,27,30,31],voxeloccupancy[34] multi camerascene reconstruction [24] and medical imaging [5, 6, 22] The output of these algorithms is generally a solution with some interesting theoretical quality guarantee. In some cases [8, 17, 18, 19, 30] it is the global minimum, in other cases a local minimum in a ....
....characterize the class of energy functions that can be minimized via graph cuts, and to give a general purpose graph construction that minimizes any energy function in this class. Our results play a key role in [24] provide a significant generalization of the energy minimization methods used in [4, 5, 6, 9, 17, 22, 27, 34], and show how to minimize an interesting new class of energy functions. In this paper we only consider energy functions involving binary valued variables. At first glance this restriction seems severe, since most work with graph cuts considers energy functions with variables that have many ....
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Michael H. Lin. Surfaces with occlusions from layered stereo. PhD thesis, Stanford University, dec 2002.
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Michael H. Lin and Carlo Tomasi. Surfaces with occlusions from layered stereo. Online at http://robotics.stanford.edu/~michelin/layered_stereo/ , 2002.
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M. Lin. Surfaces with Occlusions from Layered Stereo. PhD thesis, Stanford University, 2002. See also http://robotics.stanford.edu/michelin/layered stereo/ .
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Michael H. Lin and Carlo Tomasi. Surfaces with occlusions from layered stereo. Online at http://robotics.stanford.edu/michelin/layered_stereo/ , 2002.
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M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo". IEEE Trans. on PAMI, 26 (8), 710--717, 2004
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M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo". IEEE Trans. on PAMI, 26 (8), 710--717, 2004
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M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo," in CVPR, 2003, pp. 710--717. (a) (b)
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M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo," Ph.D. dissertation, Robotics Laboratory, Stanford Univ., Stanford, CA, 2002.
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M. Lin and C. Tomasi, "Surfaces with occlusions from layered stereo", Ph.D. thesis, Stanford University, 2002.
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