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Optimization methods for inverse problems with energy norm
Hrtus, Rostislav ; Haslinger, Jaroslav ; Blaheta, Radim
The paper deals with the application of the energy norm in the inverse problem which is based on a minimization of a nonlinear least squares function. Three different parameter distribution examples are solved by the steepest descent, nonlinear conjugate gradient and Newton methods. Efficiency comparison is also presented.
Fulltext: content.csg - Download fulltextPDF
Plný tet: UGN_0438756 - Download fulltextPDF

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