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The most beautiful line you can draw with Kalman filter (1/2)
<!--HTML-->Track fitting is an everyday repetitive task in the high energy physics detector reconstruction chains. The precision and stability of the fitter depend on the available computing resources. A fit might cost up to half of the CPU time, that is spent on reconstruction. Kalman filters...
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Lenguaje: | eng |
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2023
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Acceso en línea: | http://cds.cern.ch/record/2851853 |
_version_ | 1780977127601995776 |
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author | Lukashenko, Valeriia |
author_facet | Lukashenko, Valeriia |
author_sort | Lukashenko, Valeriia |
collection | CERN |
description | <!--HTML-->Track fitting is an everyday repetitive task in the high energy physics detector reconstruction chains. The precision and stability of the fitter depend on the available computing resources. A fit might cost up to half of the CPU time, that is spent on reconstruction. Kalman filters are a widespread solution for the track fitting. A classical Kalman filter is a powerful tool, that is applicable to the linear problems with Gaussian-like errors. However, in reality one has to deal with non-linear problems and sometimes with non-Gaussian errors. The numerical overheat results in instabilities and slows down the convergence. Physics and reparametrisation can help to improve the fit performance. Starting from the simple Kalman filter, we build up a more realistic Kalman filter, discussing practical tricks and possible issues of implementation. We then talk about implementation differences if using CPU or GPU. |
id | cern-2851853 |
institution | Organización Europea para la Investigación Nuclear |
language | eng |
publishDate | 2023 |
record_format | invenio |
spelling | cern-28518532023-03-07T19:32:53Zhttp://cds.cern.ch/record/2851853engLukashenko, ValeriiaThe most beautiful line you can draw with Kalman filter (1/2)Inverted CERN School of Computing 2023Inverted CSC<!--HTML-->Track fitting is an everyday repetitive task in the high energy physics detector reconstruction chains. The precision and stability of the fitter depend on the available computing resources. A fit might cost up to half of the CPU time, that is spent on reconstruction. Kalman filters are a widespread solution for the track fitting. A classical Kalman filter is a powerful tool, that is applicable to the linear problems with Gaussian-like errors. However, in reality one has to deal with non-linear problems and sometimes with non-Gaussian errors. The numerical overheat results in instabilities and slows down the convergence. Physics and reparametrisation can help to improve the fit performance. Starting from the simple Kalman filter, we build up a more realistic Kalman filter, discussing practical tricks and possible issues of implementation. We then talk about implementation differences if using CPU or GPU.oai:cds.cern.ch:28518532023 |
spellingShingle | Inverted CSC Lukashenko, Valeriia The most beautiful line you can draw with Kalman filter (1/2) |
title | The most beautiful line you can draw with Kalman filter (1/2) |
title_full | The most beautiful line you can draw with Kalman filter (1/2) |
title_fullStr | The most beautiful line you can draw with Kalman filter (1/2) |
title_full_unstemmed | The most beautiful line you can draw with Kalman filter (1/2) |
title_short | The most beautiful line you can draw with Kalman filter (1/2) |
title_sort | most beautiful line you can draw with kalman filter (1/2) |
topic | Inverted CSC |
url | http://cds.cern.ch/record/2851853 |
work_keys_str_mv | AT lukashenkovaleriia themostbeautifullineyoucandrawwithkalmanfilter12 AT lukashenkovaleriia invertedcernschoolofcomputing2023 AT lukashenkovaleriia mostbeautifullineyoucandrawwithkalmanfilter12 |