An approach for tuning ensemble prediction systems

Reliable ensemble prediction systems (EPSs) are able to quantify the flow-dependent uncertainties in weather forecasts. In practice, achieving this target involves manual tuning of the amplitudes of the uncertainty representations. An algorithm is presented here, which estimates these amplitudes off...

Full description

Bibliographic Details
Main Authors: Antti Solonen, Heikki Järvinen
Format: Article
Language:English
Published: Taylor & Francis Group 2013-07-01
Series:Tellus: Series A, Dynamic Meteorology and Oceanography
Subjects:
Online Access:http://www.tellusa.net/index.php/tellusa/article/download/20594/pdf_1
id doaj-dac9dfa1b1774b4d85230612f33dd468
record_format Article
spelling doaj-dac9dfa1b1774b4d85230612f33dd4682020-11-24T21:49:55ZengTaylor & Francis GroupTellus: Series A, Dynamic Meteorology and Oceanography0280-64951600-08702013-07-0165011110.3402/tellusa.v65i0.20594An approach for tuning ensemble prediction systemsAntti SolonenHeikki JärvinenReliable ensemble prediction systems (EPSs) are able to quantify the flow-dependent uncertainties in weather forecasts. In practice, achieving this target involves manual tuning of the amplitudes of the uncertainty representations. An algorithm is presented here, which estimates these amplitudes off-line as tuneable parameters of the system. The tuning problem is posed as follows: find a set of parameter values such that the EPS correctly describes uncertainties in weather predictions. The algorithm is based on approximating the likelihood function of the parameters directly from the EPS output. The idea is demonstrated with an EPS emulator built using a modified Lorenz'96 system where the forecast uncertainties are represented by errors in the initial state and forecast model formulation. It is shown that in the simple system the approach yields a well-tuned EPS in terms of three classical verification metrics: ranked probability score, spread-skill relationship and rank histogram. The purpose of this article is to outline the approach, and scaling the technique to a more realistic EPS is a topic of on-going research.www.tellusa.net/index.php/tellusa/article/download/20594/pdf_1ensemble prediction systemsEPS tuningparameter estimationstate space modelsBayesian inference
collection DOAJ
language English
format Article
sources DOAJ
author Antti Solonen
Heikki Järvinen
spellingShingle Antti Solonen
Heikki Järvinen
An approach for tuning ensemble prediction systems
Tellus: Series A, Dynamic Meteorology and Oceanography
ensemble prediction systems
EPS tuning
parameter estimation
state space models
Bayesian inference
author_facet Antti Solonen
Heikki Järvinen
author_sort Antti Solonen
title An approach for tuning ensemble prediction systems
title_short An approach for tuning ensemble prediction systems
title_full An approach for tuning ensemble prediction systems
title_fullStr An approach for tuning ensemble prediction systems
title_full_unstemmed An approach for tuning ensemble prediction systems
title_sort approach for tuning ensemble prediction systems
publisher Taylor & Francis Group
series Tellus: Series A, Dynamic Meteorology and Oceanography
issn 0280-6495
1600-0870
publishDate 2013-07-01
description Reliable ensemble prediction systems (EPSs) are able to quantify the flow-dependent uncertainties in weather forecasts. In practice, achieving this target involves manual tuning of the amplitudes of the uncertainty representations. An algorithm is presented here, which estimates these amplitudes off-line as tuneable parameters of the system. The tuning problem is posed as follows: find a set of parameter values such that the EPS correctly describes uncertainties in weather predictions. The algorithm is based on approximating the likelihood function of the parameters directly from the EPS output. The idea is demonstrated with an EPS emulator built using a modified Lorenz'96 system where the forecast uncertainties are represented by errors in the initial state and forecast model formulation. It is shown that in the simple system the approach yields a well-tuned EPS in terms of three classical verification metrics: ranked probability score, spread-skill relationship and rank histogram. The purpose of this article is to outline the approach, and scaling the technique to a more realistic EPS is a topic of on-going research.
topic ensemble prediction systems
EPS tuning
parameter estimation
state space models
Bayesian inference
url http://www.tellusa.net/index.php/tellusa/article/download/20594/pdf_1
work_keys_str_mv AT anttisolonen anapproachfortuningensemblepredictionsystems
AT heikkijx00e4rvinen anapproachfortuningensemblepredictionsystems
AT anttisolonen approachfortuningensemblepredictionsystems
AT heikkijx00e4rvinen approachfortuningensemblepredictionsystems
_version_ 1725886466595225600