Articles | Volume 12, issue 1
https://doi.org/10.5194/ascmo-12-1-2026
https://doi.org/10.5194/ascmo-12-1-2026
05 Jan 2026
 | 05 Jan 2026

Bayesian hierarchical modelling of intensity-duration-frequency curves using a climate model large ensemble

Alexander Lee Rischmuller, Benjamin Poschlod, and Jana Sillmann

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Cited articles

Aalbers, E. E., Lenderink, G., van Meijgaard, E., and van den Hurk, B. J.: Local-scale changes in mean and heavy precipitation in Western Europe, climate change or internal variability?, Climate Dynamics, 50, 4745–4766, 2018. a, b
Agilan, V. and Umamahesh, N.: What are the best covariates for developing non-stationary rainfall intensity-duration-frequency relationship?, Advances in Water Resources, 101, 11–22, 2017. a
Alaya, M. B., Zwiers, F., and Zhang, X.: An evaluation of block-maximum-based estimation of very long return period precipitation extremes with a large ensemble climate simulation, Journal of Climate, 33, 6957–6970, 2020. a
Anderson, D., Burnham, K., and White, G.: Comparison of Akaike information criterion and consistent Akaike information criterion for model selection and statistical inference from capture-recapture studies, Journal of Applied Statistics, 25, 263–282, 1998. a
Ban, N., Rajczak, J., Schmidli, J., and Schär, C.: Analysis of Alpine precipitation extremes using generalized extreme value theory in convection-resolving climate simulations, Climate Dynamics, 55, 61–75, 2020. a
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Extreme precipitation probability estimation is vital for hazard protection design but has high uncertainty. We tested six statistical models using 2000 years of climate data. Our Bayesian hierarchical duration-dependent Generalized Extreme Value model shows the highest accuracy and robustness for sample sizes between 30 and 100 years, making it highly promising for use with limited observational records.
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