An improved GMS-PROSAC algorithm for image mismatch elimination

Image matching usually plays a critical role for visual simultaneous localization and mapping (VSLAM). However, the resultant mismatches and low calculation efficiency of current matching algorithms reduces the performance of VSLAM. In order to overcome above two drawbacks, an improved GMS-PROSAC al...

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Main Authors: Panpan Zhao, Derui Ding, Yongxiong Wang, Hongjian Liu
Format: Article
Language:English
Published: Taylor & Francis Group 2018-01-01
Series:Systems Science & Control Engineering
Subjects:
Online Access:http://dx.doi.org/10.1080/21642583.2018.1477635
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spelling doaj-c2ccb94432914f73a0b6da520c36f12f2020-11-25T01:49:01ZengTaylor & Francis GroupSystems Science & Control Engineering2164-25832018-01-016122022910.1080/21642583.2018.14776351477635An improved GMS-PROSAC algorithm for image mismatch eliminationPanpan Zhao0Derui Ding1Yongxiong Wang2Hongjian Liu3University of Shanghai For Science and TechnologyUniversity of Shanghai For Science and TechnologyUniversity of Shanghai For Science and TechnologyAnhui Polytechnic UniversityImage matching usually plays a critical role for visual simultaneous localization and mapping (VSLAM). However, the resultant mismatches and low calculation efficiency of current matching algorithms reduces the performance of VSLAM. In order to overcome above two drawbacks, an improved GMS-PROSAC algorithm for image mismatch elimination is developed in this paper by introducing a new epipolar geometric constraint (EGC) model with a projection error function. This improved algorithm, named as GMS-EGCPROSAC, is made up of the traditional GMS algorithm and the improved PROSAC algorithm. First, the GMS algorithm is employed to obtain a rough matching set and then all matching pairs in this set are sorted according to their similarity degree. By selecting some smatching pairs with the highest similarity degree, the parameter of the EGC model is obtained. By resort to the calculated parameter, the improved PROSAC algorithm can be carried out to eliminate false matches. Finally, the real-time and the effectiveness are adequately verified by executing some contrast experiments. Our approach can not only quickly eliminate mismatches but also get more high-quality matching pairs.http://dx.doi.org/10.1080/21642583.2018.1477635Image matchingepipolar geometric constraint modelprojection error function
collection DOAJ
language English
format Article
sources DOAJ
author Panpan Zhao
Derui Ding
Yongxiong Wang
Hongjian Liu
spellingShingle Panpan Zhao
Derui Ding
Yongxiong Wang
Hongjian Liu
An improved GMS-PROSAC algorithm for image mismatch elimination
Systems Science & Control Engineering
Image matching
epipolar geometric constraint model
projection error function
author_facet Panpan Zhao
Derui Ding
Yongxiong Wang
Hongjian Liu
author_sort Panpan Zhao
title An improved GMS-PROSAC algorithm for image mismatch elimination
title_short An improved GMS-PROSAC algorithm for image mismatch elimination
title_full An improved GMS-PROSAC algorithm for image mismatch elimination
title_fullStr An improved GMS-PROSAC algorithm for image mismatch elimination
title_full_unstemmed An improved GMS-PROSAC algorithm for image mismatch elimination
title_sort improved gms-prosac algorithm for image mismatch elimination
publisher Taylor & Francis Group
series Systems Science & Control Engineering
issn 2164-2583
publishDate 2018-01-01
description Image matching usually plays a critical role for visual simultaneous localization and mapping (VSLAM). However, the resultant mismatches and low calculation efficiency of current matching algorithms reduces the performance of VSLAM. In order to overcome above two drawbacks, an improved GMS-PROSAC algorithm for image mismatch elimination is developed in this paper by introducing a new epipolar geometric constraint (EGC) model with a projection error function. This improved algorithm, named as GMS-EGCPROSAC, is made up of the traditional GMS algorithm and the improved PROSAC algorithm. First, the GMS algorithm is employed to obtain a rough matching set and then all matching pairs in this set are sorted according to their similarity degree. By selecting some smatching pairs with the highest similarity degree, the parameter of the EGC model is obtained. By resort to the calculated parameter, the improved PROSAC algorithm can be carried out to eliminate false matches. Finally, the real-time and the effectiveness are adequately verified by executing some contrast experiments. Our approach can not only quickly eliminate mismatches but also get more high-quality matching pairs.
topic Image matching
epipolar geometric constraint model
projection error function
url http://dx.doi.org/10.1080/21642583.2018.1477635
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