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Plane-Wave Detection: a Nonlinearly Ill-Posed Inverse Problem
Author(s) -
William W. Symes
Publication year - 1989
Publication title -
rice digital scholarship archive (rice university)
Language(s) - English
Resource type - Reports
DOI - 10.21236/ada452709
Subject(s) - inverse problem , plane (geometry) , well posed problem , plane wave , mathematics , inverse , mathematical analysis , computer science , acoustics , calculus (dental) , physics , geometry , optics , medicine , orthodontics
: It is commonplace that inverse problems of applied mathematics are often ill-posed. Such a problem generally takes the (idealized ) form of a functional equation involving a map 4), representing the physical connection between model and data: phi(x) = z with Z (the model, or solution) and x (the data) ranging over suitable function spaces, on which the map phi is defined.

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