Institution
The University of Toledo
Abstract
We have considered the Laplace equation in an arbitrary-shaped domain and presented a numerical method by embedding the domain into a circular domain. This results in solving an inverse problem and the associated ill-conditioning is handled by wavelet regularization. In this talk, we will present our current results.
COinS
Wavelet Regularization for Ill-Posed Problems
We have considered the Laplace equation in an arbitrary-shaped domain and presented a numerical method by embedding the domain into a circular domain. This results in solving an inverse problem and the associated ill-conditioning is handled by wavelet regularization. In this talk, we will present our current results.
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