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Minimal Basis Subspace Representation: A Unified Framework for Rigid and Non-rigid Motion Segmentation
by
Lee, Choon-Meng
, Cheong, Loong-Fah
in
Artificial Intelligence
/ Computer Imaging
/ Computer Science
/ Computer vision
/ Image Processing and Computer Vision
/ Mathematical models
/ Message passing
/ Operations research
/ Pattern Recognition
/ Pattern Recognition and Graphics
/ Representations
/ Rigid structures
/ Segmentation
/ Site selection
/ Subspaces
/ Vision
2017
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Minimal Basis Subspace Representation: A Unified Framework for Rigid and Non-rigid Motion Segmentation
by
Lee, Choon-Meng
, Cheong, Loong-Fah
in
Artificial Intelligence
/ Computer Imaging
/ Computer Science
/ Computer vision
/ Image Processing and Computer Vision
/ Mathematical models
/ Message passing
/ Operations research
/ Pattern Recognition
/ Pattern Recognition and Graphics
/ Representations
/ Rigid structures
/ Segmentation
/ Site selection
/ Subspaces
/ Vision
2017
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Do you wish to request the book?
Minimal Basis Subspace Representation: A Unified Framework for Rigid and Non-rigid Motion Segmentation
by
Lee, Choon-Meng
, Cheong, Loong-Fah
in
Artificial Intelligence
/ Computer Imaging
/ Computer Science
/ Computer vision
/ Image Processing and Computer Vision
/ Mathematical models
/ Message passing
/ Operations research
/ Pattern Recognition
/ Pattern Recognition and Graphics
/ Representations
/ Rigid structures
/ Segmentation
/ Site selection
/ Subspaces
/ Vision
2017
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Minimal Basis Subspace Representation: A Unified Framework for Rigid and Non-rigid Motion Segmentation
Journal Article
Minimal Basis Subspace Representation: A Unified Framework for Rigid and Non-rigid Motion Segmentation
2017
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Overview
Motion segmentation and non-rigid structure from motion are two challenging computer vision problems that have attracted numerous research interests. While the previous works handle these two problems separately, we present a general motion segmentation framework in this paper for solving these two seemingly different problems in a unified manner. At the heart of our general motion segmentation framework is a model selection mechanism based on finding the minimal basis subspace representation, by seeking the joint sparse representation of the data matrix. However, such formulation is NP-hard and we solve the convex proxy instead. Unlike other compressive sensing related works, this convex proxy solution is insufficient for our problem. The convex relaxation artefacts and noise yield multiple subspace representations, making identification of the exact number of motion subspaces challenging. We solve for the right number of subspaces by transforming this problem into a Facility Location problem with global cost and solve the factor graph formulation using max product belief propagation message passing.
Publisher
Springer US,Springer,Springer Nature B.V
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