The 15 research and review papers come from two Inverse Problems and Applications conferences, one in Irvine, California in June 2012 and the other in Yuquan, Hangzhou in September 2012, both honoring Gunther Uhlmann. They explore inverse problems in medical imaging, scattering theory, geometry and image processing, and the mathematical theory of cloaking. Among the topics are hybrid inverse problems and redundant systems of partial differential equations, the inverse scattering problem for a penetrable cavity with internal measurements, an inverse problem for the Steklov spectrum of a Riemannian surface, damping mechanisms for regularized transformation-acoustics cloaking, and efficient algorithms for ptychographic phase retrieval. Annotation ©2014 Ringgold, Inc., Portland, OR (protoview.com)
Spectral theory of a Neumann-Poincare-type operator and analysis of
cloaking by anomalous localized resonance II by H. Ammari, G. Ciraolo, H.
Kang, H. Lee, and G. W. Milton
Hybrid inverse problems and redundant systems of partial differential
equations by G. Bal
A direct imaging method for inverse scattering using the generalized
Foldy-Lax formulation by G. Bao, K. Huang, P. Li, and H. Zhao
The inverse scattering problem for a penetrable cavity with internal
measurements by F. Cakoni, D. Colton, and X. Meng
A Neumann series based method for photoacoustic tomography on irregular
domains by E. Chung, C. Y. Lam, and J. Qian
Nonlinear inversion from partial EIT data: Computational experiments by S. J.
Hamilton and S. Siltanen
Increasing stability of the inverse boundary value problem for the
Schrodinger equation by V. Isakov, S. Nagayasu, G. Uhlmann, and J.-N. Wang
Recent progress of inverse scattering theory on non-compact manifolds by H.
Isozaki, Y. Kurylev, and M. Lassas
On an inverse problem for the Steklov spectrum of a Riemannian surface by A.
Jollivet and V. Sharafutdinov
Recent progress in the Calderon problem with partial data by C. Kenig and M.
Salo
Local reconstruction of a Riemannian manifold from a restriction of the
hyperbolic Dirichlet-to-Neumann operator by M. Lassas and L. Oksanen
Damping mechanisms for regularized transformation-acoustics cloaking by J.
Li, H. Liu, and H. Sun
Hybrid inverse problem for porous media by S. Moskow and J. C. Schotland
Efficient algorithms for ptychographic phase retrieval by J. Qian, C. Yang,
A. Schirotzek, F. Maia, and S. Marchesini
Matrix elements of Fourier integral operators by S. Zelditch
Plamen Stefanov, Purdue University, West Lafayette, IN.
Andras Vasy, Stanford University, CA.
Maciej Zworski, University of California, Berkeley, CA.
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