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Short-term probabilistic hazard mapping -- forecasting catastrophe without stationary assumptions

November 13, 2017, 3:00 pm - 4:00 pm
Location Science Hall - 102 the Sokol Room
Posted InCollege of Science and Mathematics
Mathematical Sciences Seminarhttp://www.montclair.edu/csam/mathematical-sciences/TypeDepartment Colloquium

Elaine Spiller, Marquette University

Abstract

Geophysical hazards – landslides, tsunamis, volcanic avalanches, etc. – which lead to catastrophic inundation are rare yet devastating events for surrounding communities. The rarity of these events poses two significant challenges. First, there are limited data to inform aleatoric scenario models, how frequent, how big, where. Second, such hazards often follow heavy-tailed distributions resulting in a significant probability that a larger-than-recorded catastrophe might occur. To overcome this second challenge, we must rely on physical models of these hazards to “probe” the tail for these catastrophic events. Typically these physical models are computationally intensive to exercise and a probabilistic hazard map relies on an expensive Monte Carlo simulation which samples the scenario model. This approach forces one to focus resources on a single scenario model based on one set of assumptions. We will present a surrogate-based strategy that allows great speed-up in Monte Carlo simulations and hence the flexibility to explore the impact of non-stationary scenario modelling on short term forecasts. Additionally, this approach provides a platform to perform uncertainty quantification on hazard forecasts.

Presented by Elaine Spiller, Marquette University.