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Inverse problems in mathematical physics Book

Inverse problems in mathematical physics
Inverse problems in mathematical physics, , Inverse problems in mathematical physics has a rating of 3.5 stars
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Inverse problems in mathematical physics, , Inverse problems in mathematical physics
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  • Inverse problems in mathematical physics
  • Written by author L. Paivarinta
  • Published by Berlin ; Springer, c1993., 1993/12/01
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Book Categories

Authors

Introduction
Stability for the Crack Determination Problem 1
Layer-Stripping Reconstruction Algorithms in Impedance Imaging 9
Determination of the Inhomogeneous Term in Evolution Equations 16
Target Signatures for Maxwell's Equations 22
The Use of Grassmann Identities for Inversion of a General Model in Diffuse Tomography 29
Generic Uniqueness and Stability in Some Inverse Parabolic Problem 49
Regularization - Analytic and Stochastic Aspects 55
Problems in Impedance Imaging 62
Uniqueness for Inverse Problems in Quasilinear Differential Equations 71
Diffraction by Periodic Structures 87
On Uniqueness in Inverse Obstacle Scattering 103
The Inverse Scattering Problem for a Homogeneous Bi-isotropic Slab Using Transient Data 112
On the Inverse Scattering Problem for Rational Reflection Coefficients 126
Some Geometric Aspects of Multidimensional Inverse Spectral Problems 134
Three Dimensional Time Harmonic Inverse Electromagnetic Scattering 139
Determination of a Radially Symmetric Speed of Sound from Transmission Eigenvalues 148
A Finite Difference Method for the Inverse Scattering Problem at Fixed Frequency 157
Present Status of the Generalized Marchenko Method for the Solution of the Inverse Scattering Problem in Three Dimensions 167
Inverse Spectral Problems in Riemannian Geometry 174
Local Results for a Two Dimensional Inverse Conductivity Problem 183
Inverse Scattering at Fixed Energy for Exponentially Decreasing Potentials 189
Inverse Problems Related to Integrable Nonlinear Partial Differential Equations 193
Some Estimates of Green Function and Applications in Inverse Scattering Theory for the Schrodinger Operator with a Singular Potential 203
Reconstruction of Electromagnetic Parameters from Boundary Measurements 207
Inverse Boundary Value Problems for Schrodinger Operators 216
Linearizations of Anisotropic Inverse Problems 231
Optimal Parameter Choice for Tikhonov Regularization in Hilbert Scales 242
Identification of the Filtration Coefficient 251


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