A reversed visible light multitarget localization system via sparse matrix reconstruction

A reversed indoor multitarget localization system employing compressive sensing (CS) theory is proposed for the first time in terms of visible light positioning (VLP). Unlike conventional VLP systems, where targets process the received light signals to localize themselves, our system works reversely...

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Main Authors: Zhang, Ran, Zhong, Wen-De, Qian, Kemao, Zhang, Sheng, Du, Pengfei
Other Authors: School of Computer Science and Engineering
Format: Article
Language:English
Published: 2020
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Online Access:https://hdl.handle.net/10356/139386
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Institution: Nanyang Technological University
Language: English
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spelling sg-ntu-dr.10356-1393862020-05-19T06:07:52Z A reversed visible light multitarget localization system via sparse matrix reconstruction Zhang, Ran Zhong, Wen-De Qian, Kemao Zhang, Sheng Du, Pengfei School of Computer Science and Engineering School of Electrical and Electronic Engineering Interdisciplinary Graduate School (IGS) Engineering::Electrical and electronic engineering Compressive Sensing (CS) Convex Optimization A reversed indoor multitarget localization system employing compressive sensing (CS) theory is proposed for the first time in terms of visible light positioning (VLP). Unlike conventional VLP systems, where targets process the received light signals to localize themselves, our system works reversely by using multiple photodiodes (PDs) mounted on the ceiling to localize mobile targets that carry light emitting diodes. By utilizing its nature of sparsity, the problem of multitarget localization is formulated as a problem of sparse matrix reconstruction, and a 3-step workflow is developed to solve the problem. In this workflow, first, a sensing matrix is redesigned by using QR decomposition to enable CS theory. Next, the conventional l 1 -minimization (l 1 M) algorithm which is highly vulnerable to noise in solving a localization problem is theoretically analyzed and subsequently improved by adopting a reweighted l 1 M approach. Finally, a subgrid localization algorithm is proposed to overcome a common unpractical assumption of on-grid locations, tackle the false peak problem in sparse matrix reconstruction, and ultimately improve the localization precision. The feasibility of our system and supporting algorithms is verified through extensive simulations. Our system demonstrates a good positioning accuracy of 7.4 cm by using 25 PDs when SNR = 20 dB. We also investigate the impact of various factors on the positioning performance, and the obtained results provide an insightful reference paving the way to a practical system design. 2020-05-19T06:07:52Z 2020-05-19T06:07:52Z 2018 Journal Article Zhang, R., Zhong, W.-D., Qian, K., Zhang, S., & Du, P. (2018). A reversed visible light multitarget localization system via sparse matrix reconstruction. IEEE Internet of Things Journal, 5(5), 4223-4230. doi:10.1109/JIOT.2018.2849375 2327-4662 https://hdl.handle.net/10356/139386 10.1109/JIOT.2018.2849375 2-s2.0-85048882008 5 5 4223 4230 en IEEE Internet of Things Journal © 2018 IEEE. All rights reserved.
institution Nanyang Technological University
building NTU Library
country Singapore
collection DR-NTU
language English
topic Engineering::Electrical and electronic engineering
Compressive Sensing (CS)
Convex Optimization
spellingShingle Engineering::Electrical and electronic engineering
Compressive Sensing (CS)
Convex Optimization
Zhang, Ran
Zhong, Wen-De
Qian, Kemao
Zhang, Sheng
Du, Pengfei
A reversed visible light multitarget localization system via sparse matrix reconstruction
description A reversed indoor multitarget localization system employing compressive sensing (CS) theory is proposed for the first time in terms of visible light positioning (VLP). Unlike conventional VLP systems, where targets process the received light signals to localize themselves, our system works reversely by using multiple photodiodes (PDs) mounted on the ceiling to localize mobile targets that carry light emitting diodes. By utilizing its nature of sparsity, the problem of multitarget localization is formulated as a problem of sparse matrix reconstruction, and a 3-step workflow is developed to solve the problem. In this workflow, first, a sensing matrix is redesigned by using QR decomposition to enable CS theory. Next, the conventional l 1 -minimization (l 1 M) algorithm which is highly vulnerable to noise in solving a localization problem is theoretically analyzed and subsequently improved by adopting a reweighted l 1 M approach. Finally, a subgrid localization algorithm is proposed to overcome a common unpractical assumption of on-grid locations, tackle the false peak problem in sparse matrix reconstruction, and ultimately improve the localization precision. The feasibility of our system and supporting algorithms is verified through extensive simulations. Our system demonstrates a good positioning accuracy of 7.4 cm by using 25 PDs when SNR = 20 dB. We also investigate the impact of various factors on the positioning performance, and the obtained results provide an insightful reference paving the way to a practical system design.
author2 School of Computer Science and Engineering
author_facet School of Computer Science and Engineering
Zhang, Ran
Zhong, Wen-De
Qian, Kemao
Zhang, Sheng
Du, Pengfei
format Article
author Zhang, Ran
Zhong, Wen-De
Qian, Kemao
Zhang, Sheng
Du, Pengfei
author_sort Zhang, Ran
title A reversed visible light multitarget localization system via sparse matrix reconstruction
title_short A reversed visible light multitarget localization system via sparse matrix reconstruction
title_full A reversed visible light multitarget localization system via sparse matrix reconstruction
title_fullStr A reversed visible light multitarget localization system via sparse matrix reconstruction
title_full_unstemmed A reversed visible light multitarget localization system via sparse matrix reconstruction
title_sort reversed visible light multitarget localization system via sparse matrix reconstruction
publishDate 2020
url https://hdl.handle.net/10356/139386
_version_ 1681057485116407808