Applications of digital topology for real-time markerless motion capture
This manuscript deals with the problem of markerless motion capture. An approach to thisproblem is model-based and is divided into two steps : an initialization step in which the initialpose is estimated, and a tracking which computes the current pose of the subject using infor-mation of previous on...
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ndltd-CCSD-oai-tel.archives-ouvertes.fr-tel-005975132014-07-06T03:33:23Z http://tel.archives-ouvertes.fr/tel-00597513 2010PEST1038 http://tel.archives-ouvertes.fr/docs/00/59/75/13/PDF/TH2010PEST1038_complete.pdf Applications of digital topology for real-time markerless motion capture Raynal, Benjamin [INFO] Computer Science [INFO] Informatique [MATH] Mathematics [MATH] Mathématiques Motion capture Digital topology Thinning Alignment Homeomorphism Betweenness This manuscript deals with the problem of markerless motion capture. An approach to thisproblem is model-based and is divided into two steps : an initialization step in which the initialpose is estimated, and a tracking which computes the current pose of the subject using infor-mation of previous ones. Classically, the initialization step is done manually, for bidding the possibility to be used online, or requires constraining actions of the subject. We propose an automatic real-time markerless initialization step, that relies on topological information provided by skeletonization of a 3D reconstruction of the subject. This topological information is then represented as a tree, which is matched with another tree used as modeldescription, in order to identify the different parts of the subject. In order to provide such a method, we propose some contributions in both digital topology and graph theory researchfields. As our method requires real-time computation, we first focus on the speed optimization of skeletonization methods, and on the design of new fast skeletonization schemes providing good results. In order to efficiently match the tree representing the topological information with the tree describing the model, we propose new matching definitions and associated algorithms. Finally, we study how to improve the robustness of our method by the use of innovative con-straints in the model. This manuscript ends by a study of the application of our method on several data sets, demon-strating its interesting properties : fast computation, robustness, and adaptability to any kindof subjects 2010-12-07 eng PhD thesis Université Paris-Est |
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English |
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[INFO] Computer Science [INFO] Informatique [MATH] Mathematics [MATH] Mathématiques Motion capture Digital topology Thinning Alignment Homeomorphism Betweenness |
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[INFO] Computer Science [INFO] Informatique [MATH] Mathematics [MATH] Mathématiques Motion capture Digital topology Thinning Alignment Homeomorphism Betweenness Raynal, Benjamin Applications of digital topology for real-time markerless motion capture |
description |
This manuscript deals with the problem of markerless motion capture. An approach to thisproblem is model-based and is divided into two steps : an initialization step in which the initialpose is estimated, and a tracking which computes the current pose of the subject using infor-mation of previous ones. Classically, the initialization step is done manually, for bidding the possibility to be used online, or requires constraining actions of the subject. We propose an automatic real-time markerless initialization step, that relies on topological information provided by skeletonization of a 3D reconstruction of the subject. This topological information is then represented as a tree, which is matched with another tree used as modeldescription, in order to identify the different parts of the subject. In order to provide such a method, we propose some contributions in both digital topology and graph theory researchfields. As our method requires real-time computation, we first focus on the speed optimization of skeletonization methods, and on the design of new fast skeletonization schemes providing good results. In order to efficiently match the tree representing the topological information with the tree describing the model, we propose new matching definitions and associated algorithms. Finally, we study how to improve the robustness of our method by the use of innovative con-straints in the model. This manuscript ends by a study of the application of our method on several data sets, demon-strating its interesting properties : fast computation, robustness, and adaptability to any kindof subjects |
author |
Raynal, Benjamin |
author_facet |
Raynal, Benjamin |
author_sort |
Raynal, Benjamin |
title |
Applications of digital topology for real-time markerless motion capture |
title_short |
Applications of digital topology for real-time markerless motion capture |
title_full |
Applications of digital topology for real-time markerless motion capture |
title_fullStr |
Applications of digital topology for real-time markerless motion capture |
title_full_unstemmed |
Applications of digital topology for real-time markerless motion capture |
title_sort |
applications of digital topology for real-time markerless motion capture |
publisher |
Université Paris-Est |
publishDate |
2010 |
url |
http://tel.archives-ouvertes.fr/tel-00597513 http://tel.archives-ouvertes.fr/docs/00/59/75/13/PDF/TH2010PEST1038_complete.pdf |
work_keys_str_mv |
AT raynalbenjamin applicationsofdigitaltopologyforrealtimemarkerlessmotioncapture |
_version_ |
1716706604604194816 |