Advances in Angle-Only Filtering and Tracking in Two and Three Dimensions

Two-dimensional bearing-only filtering (BOF) arises in many real-world tracking problems, including underwater tracking using a passive sonar, aircraft surveillance using a passive radar, navigation of a robot using a passive sonar, and undersea exploration of natural resources using sonar. BOF usin...

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Bibliographic Details
Other Authors: Mallick, Mahendra (Editor), Tharmarasa, Ratnasingham (Editor)
Format: Electronic Book Chapter
Language:English
Published: Basel MDPI - Multidisciplinary Digital Publishing Institute 2023
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245 1 0 |a Advances in Angle-Only Filtering and Tracking in Two and Three Dimensions 
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520 |a Two-dimensional bearing-only filtering (BOF) arises in many real-world tracking problems, including underwater tracking using a passive sonar, aircraft surveillance using a passive radar, navigation of a robot using a passive sonar, and undersea exploration of natural resources using sonar. BOF using a single sensor is also a challenging nonlinear filtering problem due to poor observability and the nonlinear measurement model. This filtering problem and associated tracking problem have been studied extensively. Three-dimensional angle-only filtering (AOF) is a two-dimensional counterpart of BOF . Real-world AOF problems include passive ranging using an infrared search and track (IRST) sensor, passive sonar, passive radar in the presence of jamming, ballistic missile and satellite tacking using a telescope, satellite to satellite passive tracking, and missile guidance using bearing-only seekers. The number of publications in the AOF and angle-only tracking in 3D is rather limited compared with the corresponding problems in 2D. 
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546 |a English 
650 7 |a Technology: general issues  |2 bicssc 
650 7 |a History of engineering & technology  |2 bicssc 
653 |a target motion analysis 
653 |a observability 
653 |a fisher information matrix 
653 |a Cramér-Rao lower bound 
653 |a conical angles 
653 |a nonlinear estimation 
653 |a bearings-only tracking 
653 |a pseudolinear estimation 
653 |a correlation analysis 
653 |a MMSE framework 
653 |a bearing-only 
653 |a source localization 
653 |a robust estimation 
653 |a least Lp-norm 
653 |a total Lp-norm optimization 
653 |a hybrid localization 
653 |a differential received signal strength localization 
653 |a bearings-only localization 
653 |a maximum likelihood 
653 |a pseudolinear estimator 
653 |a least squares 
653 |a instrumental variables 
653 |a intelligence-aware estimation 
653 |a radar 
653 |a constrained MLE 
653 |a data fusion 
653 |a smart estimation 
653 |a intelligence analysis 
653 |a critical infrastructure protection 
653 |a evolutionary ant colony optimization 
653 |a MIDACO-SOLVER 
653 |a angle-only sensor 
653 |a terrain uncertainty 
653 |a posterior Cramer-Rao lower bound 
653 |a bias estimation 
653 |a path planning 
653 |a angle-only filtering in 3D 
653 |a infrared search and track (IRST) sensor 
653 |a maneuvering target tracking 
653 |a cubature Kalman filter (CKF) 
653 |a Itô stochastic differential equation 
653 |a passive sensor network 
653 |a signal localization 
653 |a data association 
653 |a angle-only measurements 
653 |a accuracy analysis 
653 |a bearings-only multisensor-multitarget tracking 
653 |a multidimensional assignment (MDA) 
653 |a coarse gating 
653 |a Mahalanobis distance 
653 |a maximum likelihood estimation 
653 |a multiple hypothesis tracking 
653 |a nonlinear filtering 
653 |a non Gaussian noise 
653 |a maximum correntropy criterion 
653 |a Gaussian kernel 
653 |a Cauchy kernel 
653 |a passive sensor networks 
653 |a angle-only observations 
653 |a optimal target-sensor geometries 
653 |a Fisher information matrix 
653 |a Bayesian estimation 
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