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Sensitivity and uncertainty quantification techniques applied to systems of conservation laws
2010
Procedia - Social and Behavioral Sciences
Uncertainty quantification techniques are increasingly important in the interpretation of data and numerical simulations. Such techniques are typically employed either on data with poorly characterized underlying dynamics or on values from highly idealized model evaluations. We examine the application of these techniques to an intermediate case, in which data are generated from coupled, nonlinear partial differential equations-conservation laws-that admit discontinuous solutions. The values we
doi:10.1016/j.sbspro.2010.05.179
fatcat:u2q726dbyzdj5mge5ylxipdxue