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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Short summary
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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