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Filtering by: Advisor Bennett, Andrew F. Subject Hydrodynamics -- Mathematical models

Existence of a solution to a variational data assimilation method in two-dimensional hydrodynamics

Creator:

Hagelberg, Carl R.

Abstract:

The main result of this paper is a proof of the existence of a solution generated by a method for the variational assimilation of observational data into the two-dimensional, incompressible Euler equations. The data are assumed to be given by linear (measurement) functionals acting on the space of functions representing...

Resource Type:

Dissertation