C062-0009
Uncertainty estimation of basal friction using a game theoretical approach
Abstract:
In this work, we propose to use a novel game theoretical approach to estimate and quantify the uncertainty of the basal friction at the base of ice sheets, and assess its impact of projections of ice sheet evolution over the coming decades. When applied to a parameterized family of models, the proposed approach identifies a distribution over models identified as a (minmax) optimal strategy for a game where Player I selects the true model, Player II observes data produced by the model selected by Player I and must predict a quantity of interest that is a function of the model selected by Player I. This optimal distribution is computationally approximated by (1) generating a finite number of copies of the parametrized model and (2) iteratively altering the weights and parameters of each copy (via gradient descent). We will apply this technique to Helheim Glacier in Southwest Greenland to understand the impact of uncertainty in basal friction on sea level projections and compare them to other sources of uncertainty.
This work was performed at the Jet Propulsion Laboratory, California Institute of Technology, under a contract with the National Aeronautics and Space Administration. Funding was provided by the JPL Strategic Research and Technology Development Program.