TY - JOUR
T1 - Unified landslide hazard assessment using hurdle models
T2 - a case study in the Island of Dominica
AU - Bryce, Erin
AU - Lombardo, L.
AU - van Westen, C.
AU - Tanyas, H.
AU - Castro-Camilo, Daniela
N1 - Funding Information:
This work was supported by the Additional Funding Programme for Mathematical Sciences, delivered by EPSRC (EP/V521917/1) and the Heilbronn Institute for Mathematical Research.
Funding Information:
The Government of the Commonwealth of Dominica, in conjunction with the Caribbean Disaster Emergency Management Agency and the Caribbean Development Bank, commissioned a post-disaster needs assessment from hurricane Maria in order to estimate the total damage, the damages per sector, and to identify recovery needs (ACAPS ). The reconstruction of the destroyed infrastructure was funded by a loan from the World Bank and was a part of the project “Enhancing Resilient Reconstruction in Dominica”. The project promoted the idea that Dominica could limit the damage from natural hazards by improving the uptake of resilient building practices, aiming to accelerate short-term recovery and strengthen long-term resilience to climate-related risks. Landslide hazard assessment is critically valuable to this programme. It can help define land-use capability, detect areas where intervention is needed to stabilise slopes, and identify appropriate mitigation measures.
Publisher Copyright:
© 2022, The Author(s).
PY - 2022/8
Y1 - 2022/8
N2 - Climatically-induced natural hazards are a threat to communities. They can cause life losses and heavy damage to infrastructure, and due to climate change, they have become increasingly frequent. This is especially the case in tropical regions, where major hurricanes have consistently appeared in recent history. Such events induce damage due to the high wind speed they carry, and the high intensity/duration of rainfall they discharge can further induce a chain of hydro-morphological hazards in the form of widespread debris slides/flows. The way the scientific community has developed preparatory steps to mitigate the potential damage of these hydro-morphological threats includes assessing where they are likely to manifest across a given landscape. This concept is referred to as susceptibility, and it is commonly achieved by implementing binary classifiers to estimate probabilities of landslide occurrences. However, predicting where landslides can occur may not be sufficient information, for it fails to convey how large landslides may be. This work proposes using a flexible Bernoulli-log-Gaussian hurdle model to simultaneously model landslide occurrence and size per areal unit. Covariate and spatial information are introduced using a generalised additive modelling framework. To cope with the high spatial resolution of the data, our model uses a Markovian representation of the Matérn covariance function based on the stochastic partial differential equation approach. Assuming Gaussian priors, our model can be integrated into the class of latent Gaussian models, for which inference is conveniently performed based on the integrated nested Laplace approximation method. We use our modelling approach in Dominica, where hurricane Maria (September 2017) induced thousands of shallow flow-like landslides passing over the island. Our results show that we can not only estimate where landslides may occur and how large they may be, but we can also combine this information in a unified landslide hazard model, which is the first of its kind.
AB - Climatically-induced natural hazards are a threat to communities. They can cause life losses and heavy damage to infrastructure, and due to climate change, they have become increasingly frequent. This is especially the case in tropical regions, where major hurricanes have consistently appeared in recent history. Such events induce damage due to the high wind speed they carry, and the high intensity/duration of rainfall they discharge can further induce a chain of hydro-morphological hazards in the form of widespread debris slides/flows. The way the scientific community has developed preparatory steps to mitigate the potential damage of these hydro-morphological threats includes assessing where they are likely to manifest across a given landscape. This concept is referred to as susceptibility, and it is commonly achieved by implementing binary classifiers to estimate probabilities of landslide occurrences. However, predicting where landslides can occur may not be sufficient information, for it fails to convey how large landslides may be. This work proposes using a flexible Bernoulli-log-Gaussian hurdle model to simultaneously model landslide occurrence and size per areal unit. Covariate and spatial information are introduced using a generalised additive modelling framework. To cope with the high spatial resolution of the data, our model uses a Markovian representation of the Matérn covariance function based on the stochastic partial differential equation approach. Assuming Gaussian priors, our model can be integrated into the class of latent Gaussian models, for which inference is conveniently performed based on the integrated nested Laplace approximation method. We use our modelling approach in Dominica, where hurricane Maria (September 2017) induced thousands of shallow flow-like landslides passing over the island. Our results show that we can not only estimate where landslides may occur and how large they may be, but we can also combine this information in a unified landslide hazard model, which is the first of its kind.
KW - Bayesian spatial modelling
KW - Integrated nested Laplace approximation (INLA)
KW - Landslide area prediction
KW - Landslide hazard
KW - Slope unit
KW - Stochastic partial differential equation (SPDE)
KW - ITC-ISI-JOURNAL-ARTICLE
KW - ITC-GOLD
U2 - 10.1007/s00477-022-02239-6
DO - 10.1007/s00477-022-02239-6
M3 - Article
AN - SCOPUS:85131321263
SN - 1436-3240
VL - 36
SP - 2071
EP - 2084
JO - Stochastic environmental research and risk assessment
JF - Stochastic environmental research and risk assessment
IS - 8
ER -