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10.21314-JEM.2018.179 |
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|a 17563607 (ISSN)
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|a A latent trawl process model for extreme values
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|b Infopro digital
|c 2018
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|z View Fulltext in Publisher
|u https://doi.org/10.21314/JEM.2018.179
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|a This paper presents a new model for characterizing temporal dependence in exceedances above a given threshold. Our model is based on a class of stationary, infinitely divisible stochastic processes known as trawl processes. For use with extreme values, our model is constructed by embedding a trawl process in a hierarchical framework. This ensures that the marginal distribution is a generalized Pareto, as expected from classical extreme value theory. We also consider a modified version of this model that works with a wider class of generalized Pareto distributions (GPDs) and has the advantage of separating marginal and temporal dependence properties. The model is illustrated via various applications to environmental time series; thus, we show that the model offers considerable flexibility in capturing the dependence structure of extreme value data. © 2018 Infopro Digital Risk (IP) Limited.
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|a Conditional tail dependence coefficient
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|a Generalized pareto distribution (GPD)
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|a Marginal transformation model
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|a Pairwise likelihood estimation
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|a Peaks over threshold
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|a Trawl process
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|a Gandy, A.
|e author
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|a Noven, R.C.
|e author
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|a Veraart, A.E.D.
|e author
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|t Journal of Energy Markets
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