2020
DOI: 10.1175/waf-d-19-0107.1
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Regional September Sea Ice Forecasting with Complex Networks and Gaussian Processes

Abstract: Reliable predictions of the Arctic sea ice cover are becoming of paramount importance for Arctic communities and industry stakeholders. In this study pan-Arctic and regional September mean sea ice extents are forecast with lead times of up to 3 months using a complex network statistical approach. This method exploits relationships within climate time series data by constructing regions of spatiotemporal homogeneity (i.e., nodes), and subsequently deriving teleconnection links between them. Here the nodes and l… Show more

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Cited by 14 publications
(14 citation statements)
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References 46 publications
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“…Of course, an investigation into the drivers of the temporal variability in the CS2S3 field would be an additional way to validate the product, although this goes beyond the scope of our study. We conclude here that the Gaussian process regression method is an extremely robust tool for modelling a wide range of statistical problems, from interpolation of geospatial data sets, as presented here and in other works (Le Traon et al, 1997;Ricker et al, 2017), to time series forecasting (Rasmussen and Williams, 2006;Sun et al, 2014;Gregory et al, 2020). The Gaussian assumption holds well in many environmental applications, and the fact that the Gaussian process prior can take any number of forms, so long as the covariance matrix over the training points is symmetric and positive semidefinite, means that the model can be tailored very specifically to the problem at hand.…”
Section: Discussionsupporting
confidence: 54%
See 1 more Smart Citation
“…Of course, an investigation into the drivers of the temporal variability in the CS2S3 field would be an additional way to validate the product, although this goes beyond the scope of our study. We conclude here that the Gaussian process regression method is an extremely robust tool for modelling a wide range of statistical problems, from interpolation of geospatial data sets, as presented here and in other works (Le Traon et al, 1997;Ricker et al, 2017), to time series forecasting (Rasmussen and Williams, 2006;Sun et al, 2014;Gregory et al, 2020). The Gaussian assumption holds well in many environmental applications, and the fact that the Gaussian process prior can take any number of forms, so long as the covariance matrix over the training points is symmetric and positive semidefinite, means that the model can be tailored very specifically to the problem at hand.…”
Section: Discussionsupporting
confidence: 54%
“…Furthermore, with continued sea ice loss we are beginning to see an upward trend in Arctic maritime activity (Wagner et al, 2020), for which timely forecasts of ice conditions are required for safe passage and cost-effective planning. Our ability to provide reliable forecasts is inherently dependent on the availability of observations which allow us to exploit sources of sea ice predictability (Guemas et al, 2016). Initialising climate models with observations of sea ice thickness for example has been shown to considerably improve seasonal sea ice forecasts compared Published by Copernicus Publications on behalf of the European Geosciences Union.…”
Section: Introductionmentioning
confidence: 99%
“…Of course, an investigation into the drivers of the temporal variability in the CS2S3 field would be an additional way to validate the product, although this goes beyond the scope of our study. We conclude here that the Gaussian Process Regression method is an extremely robust tool for modelling a wide range of statistical problems, from interpolation of geo-spatial data sets, as presented here and in other works (Le Traon et al 1997;Ricker et al 2017), to time series forecasting (Rasmussen and Williams 2006;Sun et al 2014;Gregory et al 2020). The Gaussian assumption holds well in many environmental applications, and the fact that the covariance structure can take any form, so long as K is a symmetric positive semi-definite matrix, means that the model can be tailored very specifically to the problem at hand.…”
Section: Discussionsupporting
confidence: 54%
“…Similar to previous works (Fountalis et al 2014(Fountalis et al , 2015Gregory et al 2020), our method here is based on complex networks;…”
Section: Introductionmentioning
confidence: 98%