Partial 3D-shape indexing and retrieval

A growing number of 3D graphic applications have an impact on today's society. These applications are being used in several domains ranging from digital entertainment, computer aided design, to medical applications. In this context, a 3D object search engine with a good performance in time cons...

Full description

Bibliographic Details
Main Author: El Khoury, Rachid
Language:ENG
Published: Institut National des Télécommunications 2013
Subjects:
Online Access:http://tel.archives-ouvertes.fr/tel-00834359
http://tel.archives-ouvertes.fr/docs/00/87/36/93/PDF/EL_-_KHOURY_Rachid.pdf
id ndltd-CCSD-oai-tel.archives-ouvertes.fr-tel-00834359
record_format oai_dc
spelling ndltd-CCSD-oai-tel.archives-ouvertes.fr-tel-008343592013-11-09T03:20:42Z http://tel.archives-ouvertes.fr/tel-00834359 2013TELE0009 http://tel.archives-ouvertes.fr/docs/00/87/36/93/PDF/EL_-_KHOURY_Rachid.pdf Partial 3D-shape indexing and retrieval El Khoury, Rachid [INFO:INFO_CV] Computer Science/Computer Vision and Pattern Recognition 3D-models Heat kernel Diffusion distance Commute time distance Reeb graphs Retrieval Partial retrieval Bag-of-features A growing number of 3D graphic applications have an impact on today's society. These applications are being used in several domains ranging from digital entertainment, computer aided design, to medical applications. In this context, a 3D object search engine with a good performance in time consuming and results becomes mandatory. We propose a novel approach for 3D-model retrieval based on closed curves. Then we enhance our method to handle partial 3D-model retrieval. Our method starts by the definition of an invariant mapping function. The important properties of a mapping function are its invariance to rigid and non rigid transformations, the correct description of the 3D-model, its insensitivity to noise, its robustness to topology changes, and its independance on parameters. However, current state-of-the-art methods do not respect all these properties. To respect these properties, we define our mapping function based on the diffusion and the commute-time distances. To prove the properties of this function, we compute the Reeb graph of the 3D-models. To describe the whole 3D-model, using our mapping function, we generate indexed closed curves from a source point detected automatically at the center of a 3D-model. Each curve describes a small region of the 3D-model. These curves lead to create an invariant descriptor to different transformations. To show the robustness of our method on various classes of 3D-models with different poses, we use shapes from SHREC 2012. We also compare our approach to existing methods in the state-of-the-art with a dataset from SHREC 2010. For partial 3D-model retrieval, we enhance the proposed method using the Bag-Of-Features built with all the extracted closed curves, and show the accurate performances using the same dataset 2013-03-22 ENG PhD thesis Institut National des Télécommunications
collection NDLTD
language ENG
sources NDLTD
topic [INFO:INFO_CV] Computer Science/Computer Vision and Pattern Recognition
3D-models
Heat kernel
Diffusion distance
Commute time distance
Reeb graphs
Retrieval
Partial retrieval
Bag-of-features
spellingShingle [INFO:INFO_CV] Computer Science/Computer Vision and Pattern Recognition
3D-models
Heat kernel
Diffusion distance
Commute time distance
Reeb graphs
Retrieval
Partial retrieval
Bag-of-features
El Khoury, Rachid
Partial 3D-shape indexing and retrieval
description A growing number of 3D graphic applications have an impact on today's society. These applications are being used in several domains ranging from digital entertainment, computer aided design, to medical applications. In this context, a 3D object search engine with a good performance in time consuming and results becomes mandatory. We propose a novel approach for 3D-model retrieval based on closed curves. Then we enhance our method to handle partial 3D-model retrieval. Our method starts by the definition of an invariant mapping function. The important properties of a mapping function are its invariance to rigid and non rigid transformations, the correct description of the 3D-model, its insensitivity to noise, its robustness to topology changes, and its independance on parameters. However, current state-of-the-art methods do not respect all these properties. To respect these properties, we define our mapping function based on the diffusion and the commute-time distances. To prove the properties of this function, we compute the Reeb graph of the 3D-models. To describe the whole 3D-model, using our mapping function, we generate indexed closed curves from a source point detected automatically at the center of a 3D-model. Each curve describes a small region of the 3D-model. These curves lead to create an invariant descriptor to different transformations. To show the robustness of our method on various classes of 3D-models with different poses, we use shapes from SHREC 2012. We also compare our approach to existing methods in the state-of-the-art with a dataset from SHREC 2010. For partial 3D-model retrieval, we enhance the proposed method using the Bag-Of-Features built with all the extracted closed curves, and show the accurate performances using the same dataset
author El Khoury, Rachid
author_facet El Khoury, Rachid
author_sort El Khoury, Rachid
title Partial 3D-shape indexing and retrieval
title_short Partial 3D-shape indexing and retrieval
title_full Partial 3D-shape indexing and retrieval
title_fullStr Partial 3D-shape indexing and retrieval
title_full_unstemmed Partial 3D-shape indexing and retrieval
title_sort partial 3d-shape indexing and retrieval
publisher Institut National des Télécommunications
publishDate 2013
url http://tel.archives-ouvertes.fr/tel-00834359
http://tel.archives-ouvertes.fr/docs/00/87/36/93/PDF/EL_-_KHOURY_Rachid.pdf
work_keys_str_mv AT elkhouryrachid partial3dshapeindexingandretrieval
_version_ 1716613505383137280