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Andrew Cliffe, University of Nottingham
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Max Gunzburger, Florida State University
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Paul Houston, University of Nottingham
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Catherine Powell, University of Manchester
About:
In deterministic modelling, complete knowledge of input parameters is assumed; this leads to simplified, tractable computations and produces simulations of outputs that correspond to specific choices of inputs. However, most physical, biological, social, economic and financial processes, etc, involve some degree of uncertainty. Uncertainty quantification (UQ) is the task of determining statistical information about the outputs of a process of interest, given only statistical (i.e., incomplete) information about the inputs. It has long been recognised that mathematical models need to account for uncertainty. The science of UQ has been in its infancy in any application areas until relatively recently but is now rapidly developing. This workshop will concentrate on UQ for processes that are governed by partial differential equations (PDEs).