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Sequential Bearings-Only-Tracking Initiation with Particle Filtering Method
by
Liu, Bin
, Hao, Chengpeng
in
Algorithms
/ Bayes Theorem
/ Bayesian analysis
/ Bearings
/ Clutter
/ Combinatorial analysis
/ Conditional probability
/ Filtration
/ Markov Chains
/ Mathematical models
/ Mathematics - methods
/ Methods
/ Models, Theoretical
/ Noise
/ Normal Distribution
/ Parameter estimation
/ Performance evaluation
/ Probability density functions
/ Science
/ Signal processing
/ Signal Processing, Computer-Assisted
/ Tracking
/ Uncertainty
2013
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Sequential Bearings-Only-Tracking Initiation with Particle Filtering Method
by
Liu, Bin
, Hao, Chengpeng
in
Algorithms
/ Bayes Theorem
/ Bayesian analysis
/ Bearings
/ Clutter
/ Combinatorial analysis
/ Conditional probability
/ Filtration
/ Markov Chains
/ Mathematical models
/ Mathematics - methods
/ Methods
/ Models, Theoretical
/ Noise
/ Normal Distribution
/ Parameter estimation
/ Performance evaluation
/ Probability density functions
/ Science
/ Signal processing
/ Signal Processing, Computer-Assisted
/ Tracking
/ Uncertainty
2013
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Do you wish to request the book?
Sequential Bearings-Only-Tracking Initiation with Particle Filtering Method
by
Liu, Bin
, Hao, Chengpeng
in
Algorithms
/ Bayes Theorem
/ Bayesian analysis
/ Bearings
/ Clutter
/ Combinatorial analysis
/ Conditional probability
/ Filtration
/ Markov Chains
/ Mathematical models
/ Mathematics - methods
/ Methods
/ Models, Theoretical
/ Noise
/ Normal Distribution
/ Parameter estimation
/ Performance evaluation
/ Probability density functions
/ Science
/ Signal processing
/ Signal Processing, Computer-Assisted
/ Tracking
/ Uncertainty
2013
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Sequential Bearings-Only-Tracking Initiation with Particle Filtering Method
Journal Article
Sequential Bearings-Only-Tracking Initiation with Particle Filtering Method
2013
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Overview
The tracking initiation problem is examined in the context of autonomous bearings-only-tracking (BOT) of a single appearing/disappearing target in the presence of clutter measurements. In general, this problem suffers from a combinatorial explosion in the number of potential tracks resulted from the uncertainty in the linkage between the target and the measurement (a.k.a the data association problem). In addition, the nonlinear measurements lead to a non-Gaussian posterior probability density function (pdf) in the optimal Bayesian sequential estimation framework. The consequence of this nonlinear/non-Gaussian context is the absence of a closed-form solution. This paper models the linkage uncertainty and the nonlinear/non-Gaussian estimation problem jointly with solid Bayesian formalism. A particle filtering (PF) algorithm is derived for estimating the model’s parameters in a sequential manner. Numerical results show that the proposed solution provides a significant benefit over the most commonly used methods, IPDA and IMMPDA. The posterior Cramér-Rao bounds are also involved for performance evaluation.
Publisher
Hindawi Publishing Corporation,John Wiley & Sons, Inc,Wiley
Subject
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