Adaptive Wavelet Methods for Inverse Problems: Acceleration Strategies, Adaptive Rothe Method and Generalized Tensor Wavelets

Friedrich, Ulrich

Adaptive Wavelet Methods for Inverse Problems: Acceleration Strategies, Adaptive Rothe Method and Generalized Tensor Wavelets

In general, inverse problems can be described as the task of inferring conclusions about the cause u from given observations y of its effect. This can be described as the inversion of an operator equation K(u) = y, which is assumed to be ill-posed or ill-conditioned. To arrive at a meaningful soluti...

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Kaituhi matua:	Friedrich, Ulrich
Ētahi atu kaituhi:	Dahlke, Stephan (Prof. Dr.) (BetreuerIn (Doktorarbeit))
Hōputu:	Dissertation
Reo:	Ingarihi
I whakaputaina:	Philipps-Universität Marburg 2014
Ngā marau:	Mathematik Nonlinear ill-posed problems Inverse Problems Wavelet Rate of convergence, degree of approximation Stability and convergence of numerical methods adaptive Rothe Methode adaptive Rothe Method adaptive wavelet schemes adaptive wavelet Verfahren Tensor Wavelets Abstract parabolic evolution equations Wavelets iterative thresholding Tensor wavelets Inverse Probleme Mathematics
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Adaptive Wavelet Methods for Inverse Problems: Acceleration Strategies, Adaptive Rothe Method and Generalized Tensor Wavelets

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