A hypothesis of state covariance decorrelation effects to partial observability SLAM

This paper analyze the performance of partial observability in simultaneous localization and mapping(SLAM) problem. The study focuses mainly on the effect of having a decorrelation technique known as Covariance Inflation to the estimation. The matrix inversion will be the main element to be investig...

Full description

Bibliographic Details
Main Authors: Hamzah, Ahmad, Nur Aqilah, Othman, Mohd Mawardi, Saari, Mohd Syakirin, Ramli, M. A., Bakar
Format: Conference or Workshop Item
Language:English
English
Published: 2018
Subjects:
Online Access:http://umpir.ump.edu.my/id/eprint/22341/1/9.%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf
http://umpir.ump.edu.my/id/eprint/22341/2/9.1%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf
_version_ 1825812278680748032
author Hamzah, Ahmad
Nur Aqilah, Othman
Mohd Mawardi, Saari
Mohd Syakirin, Ramli
M. A., Bakar
author_facet Hamzah, Ahmad
Nur Aqilah, Othman
Mohd Mawardi, Saari
Mohd Syakirin, Ramli
M. A., Bakar
author_sort Hamzah, Ahmad
collection UMP
description This paper analyze the performance of partial observability in simultaneous localization and mapping(SLAM) problem. The study focuses mainly on the effect of having a decorrelation technique known as Covariance Inflation to the estimation. The matrix inversion will be the main element to be investigated through two conditions with respect to some defined environment namely as unstable partially observable SLAM and partially observable SLAM via matrix norm analysis. For assessment purposes, the Extended Kalman Filter estimation is referred as the estimator to understand how the conditions can influence the results. The simulation results depicted that, the matrix norm is able to determine the efficiency of estimation and is proportional to the uncertainties of the system.
first_indexed 2024-03-06T12:26:48Z
format Conference or Workshop Item
id UMPir22341
institution Universiti Malaysia Pahang
language English
English
last_indexed 2024-03-06T12:26:48Z
publishDate 2018
record_format dspace
spelling UMPir223412018-12-10T04:50:58Z http://umpir.ump.edu.my/id/eprint/22341/ A hypothesis of state covariance decorrelation effects to partial observability SLAM Hamzah, Ahmad Nur Aqilah, Othman Mohd Mawardi, Saari Mohd Syakirin, Ramli M. A., Bakar TK Electrical engineering. Electronics Nuclear engineering This paper analyze the performance of partial observability in simultaneous localization and mapping(SLAM) problem. The study focuses mainly on the effect of having a decorrelation technique known as Covariance Inflation to the estimation. The matrix inversion will be the main element to be investigated through two conditions with respect to some defined environment namely as unstable partially observable SLAM and partially observable SLAM via matrix norm analysis. For assessment purposes, the Extended Kalman Filter estimation is referred as the estimator to understand how the conditions can influence the results. The simulation results depicted that, the matrix norm is able to determine the efficiency of estimation and is proportional to the uncertainties of the system. 2018 Conference or Workshop Item NonPeerReviewed pdf en http://umpir.ump.edu.my/id/eprint/22341/1/9.%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf pdf en http://umpir.ump.edu.my/id/eprint/22341/2/9.1%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf Hamzah, Ahmad and Nur Aqilah, Othman and Mohd Mawardi, Saari and Mohd Syakirin, Ramli and M. A., Bakar (2018) A hypothesis of state covariance decorrelation effects to partial observability SLAM. In: 4th International Conference On Electronic Design (ICED 2018) , 9 - 10 Aug 2018 , Bandar Hilir, Malacca. pp. 1-6.. (Unpublished) (Unpublished)
spellingShingle TK Electrical engineering. Electronics Nuclear engineering
Hamzah, Ahmad
Nur Aqilah, Othman
Mohd Mawardi, Saari
Mohd Syakirin, Ramli
M. A., Bakar
A hypothesis of state covariance decorrelation effects to partial observability SLAM
title A hypothesis of state covariance decorrelation effects to partial observability SLAM
title_full A hypothesis of state covariance decorrelation effects to partial observability SLAM
title_fullStr A hypothesis of state covariance decorrelation effects to partial observability SLAM
title_full_unstemmed A hypothesis of state covariance decorrelation effects to partial observability SLAM
title_short A hypothesis of state covariance decorrelation effects to partial observability SLAM
title_sort hypothesis of state covariance decorrelation effects to partial observability slam
topic TK Electrical engineering. Electronics Nuclear engineering
url http://umpir.ump.edu.my/id/eprint/22341/1/9.%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf
http://umpir.ump.edu.my/id/eprint/22341/2/9.1%20A%20hypothesis%20of%20state%20covariance%20decorrelation%20effects%20to%20partial%20observability%20SLAM.pdf
work_keys_str_mv AT hamzahahmad ahypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT nuraqilahothman ahypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mohdmawardisaari ahypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mohdsyakirinramli ahypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mabakar ahypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT hamzahahmad hypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT nuraqilahothman hypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mohdmawardisaari hypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mohdsyakirinramli hypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam
AT mabakar hypothesisofstatecovariancedecorrelationeffectstopartialobservabilityslam