A combination of shape and conductivity function reconstruction methods for an inverse boundary value problem
Author:
Publisher
Elsevier BV
Subject
General Physics and Astronomy,Applied Mathematics,Modeling and Simulation,Computational Mathematics
Reference15 articles.
1. Shape reconstructions of sound-soft obstacles buried in arbitrarily shaped penetrable cylinders;Yaman;Proceedings of the Institute of Acoustics,2008
2. Location and shape reconstructions of sound-soft obstacles buried in penetrable cylinders;Yaman;Inverse Problems,2009
3. Newton’s method for inverse obstacle scattering meets the method of least squares;Kress;Inverse Problems,2003
4. Inverse scattering for an impedance cylinder buried in a dielectric cylinder;Kress;Inverse Problems in Science and Engineering,2009
5. Numerical solution of an inverse conductive boundary value problem;Yaman;Radio Science,2008
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1. Inhomogeneity reconstructions in tendon ducts via boundary integral equations;NDT & E International;2014-12
2. A Survey on Inverse Problems for Applied Sciences;Mathematical Problems in Engineering;2013
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