Calibration of multi-target tracking algorithms using non-cooperative targets
Calibration of multi-target tracking algorithms using non-cooperative targets
Tracking systems are based on models, in particular, the target dynamics model and the sensor measurement model. In most practical situations the two models are not known exactly and are typically parametrized by an unknown random vector θ. The paper proposes a Bayesian algorithm based on importance sampling for the estimation of the static parameter θ. The input are measurements collected by the tracking system, with non-cooperative targets present in the surveillance volume during the data acquisition. The algorithm relies on the particle filter implementation of the probability density hypothesis (PHD) filter to evaluate the likelihood of θ. Thus, the calibration algorithm, as a byproduct, also provides a multi-target state estimate. An application of the proposed algorithm to translational sensor bias estimation is presented in detail as an illustration. The resulting sensor-bias estimation method is applicable to asynchronous sensors and does not require prior knowledge of measurement-to-target associations
390-398
Ristic, Branko
f51eed3b-da8d-49a8-884b-725d075c1a5e
Clark, D.E.
537f80e8-cbe6-41eb-b1d4-31af1f0e6393
Gordon, Neil
3f07dd32-289a-46a8-9ad3-d2ad2b1592d3
1 June 2013
Ristic, Branko
f51eed3b-da8d-49a8-884b-725d075c1a5e
Clark, D.E.
537f80e8-cbe6-41eb-b1d4-31af1f0e6393
Gordon, Neil
3f07dd32-289a-46a8-9ad3-d2ad2b1592d3
Ristic, Branko, Clark, D.E. and Gordon, Neil
(2013)
Calibration of multi-target tracking algorithms using non-cooperative targets.
IEEE Journal on Selected Topics in Signal Processing, 7 (3), .
(doi:10.1109/JSTSP.2013.2256877).
Abstract
Tracking systems are based on models, in particular, the target dynamics model and the sensor measurement model. In most practical situations the two models are not known exactly and are typically parametrized by an unknown random vector θ. The paper proposes a Bayesian algorithm based on importance sampling for the estimation of the static parameter θ. The input are measurements collected by the tracking system, with non-cooperative targets present in the surveillance volume during the data acquisition. The algorithm relies on the particle filter implementation of the probability density hypothesis (PHD) filter to evaluate the likelihood of θ. Thus, the calibration algorithm, as a byproduct, also provides a multi-target state estimate. An application of the proposed algorithm to translational sensor bias estimation is presented in detail as an illustration. The resulting sensor-bias estimation method is applicable to asynchronous sensors and does not require prior knowledge of measurement-to-target associations
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Published date: 1 June 2013
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Local EPrints ID: 474473
URI: http://eprints.soton.ac.uk/id/eprint/474473
PURE UUID: 506a3602-5e2b-4d5e-9a44-30f954dc673c
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Date deposited: 22 Feb 2023 21:08
Last modified: 16 Mar 2024 23:15
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Author:
Branko Ristic
Author:
D.E. Clark
Author:
Neil Gordon
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