Inverse Problems in Mathematical Physics

Stability for the crack determination problem.- Layer-stripping reconstruction algorithms in impedance imaging.- Determination of the inhomogeneous term in evolution equations.- Target signatures for Maxwell's equations.- The use of Graßmann identities for inversion of a general model in diffuse tomography.- Generic uniqueness and stability in some inverse parabolic problem.- Regularization - Analytic and stochastic aspects.- Problems in impedance imaging.- Uniqueness for inverse problems in quasilinear differential equations.- Diffraction by periodic structures.- On uniqueness in inverse obstacle scattering.- The inverse Scattering Problem for a homogeneous Bi-isotropic Slab Using Transient data.- On the inverse scattering problem for rational reflection coefficients.- Some geometric aspects of multidimensional inverse spectral problems.- Three dimensional time harmonic inverse electromagnetic scattering.- Determination of a radially symmetric speed of sound from transmission eigenvalues.- A finite difference method for the inverse scattering problem at fixed frequency.- Present status of the generalized Marchenko method for the solution of the inverse scattering problem in three dimensions.- Inverse spectral problems in riemannian geometry.- Local results for a two dimensional inverse conductivity problem.- Inverse scattering at fixed energy for exponentially decreasing potentials.- Inverse problems related to integrable nonlinear partial differential equations.- Some estimates of green function and applications in inverse scattering theory for the Schrödinger operator with a singular potential.- Reconstruction of electromagnetic parameters from boundary measurements.- Inverse boundary value problems for Schrödinger operators.- Linearizations of anisotropicinverse problems.- Optimal parameter choice for Tikhonov regularization in Hilbert scales.- Identification of the filtration coefficient.