### Kundrecensioner

Pure Appl. On uniqueness of recovery of a discontinuous conductivity coefficient, Comm.

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Uniqueness of the continuation across a time-like hyperplane and related inverse problems for hyperbolic equations, Comm. Uniqueness for inverse parabolic problems with a lateral overdetermination, Comm. Friedman On the uniqueness in the inverse conductivity problem with one measurement, Indiana Univ. Powell On the inverse conductivity problem with one measurement Inverse Problems, 5 , On uniqueness in the inverse transmission scattering problem, Comm.

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Wolfgang, Oesterreich. SIAM, Philadelphia, Sever Numerical implementation of an integral equation method for the inverse conductivity problem, Inverse Problems, 12 , On uniqueness in a lateral Cauchy problem with multiple characteristics, J. Bukhgeim, G. Dyatlov Stability of memory reconstruction from the Dirichlet-to-Neumann operator, Sib. Eller, G. Nakamura, D. Gioranescu, J. Lions, "Studies in Mathematics and Applications" , Vol. On the uniqueness of the continuation for the von Karman system, J. Ill-Posed Problems in print. Bouchouev Uniqueness, stability and numerical methods for the inverse problem that arises in financial markets, Inverse Problems, 15 , R1-R Kindermann Identification of the diffusion coefficient in a one-dimensional parabolic equation, Inverse Problems, 16 , Recent results on inverse parabolic problems, Lectures at the Kyoto University, 68 pp.

Belishev, L. Pestov, V. Sharafutdinov On reconstruction of gravity field via external electromagnetic measurements, Dokl. RAN, , Cheng, M. Yamamoto, and Q. Zhou Lipschitz stability in the lateral Cauchy problem for elasticity system, J.

## Carleman Inequalities | fodusulogi.tk

Kyoto Univ. Yamamoto Carleman estimate with the Neumann boundary condition and its applications to the observability inequality and inverse hyperbolic problems, Proceedings of the conference "Differential-Geometric Methods in the Control of Partial Differential Equations", Boulder, CO, July , Contemporary Mathematics, , DeLillo, N. Valdivia, L. Uniqueness of recovery of some quasilinear partial differential equations, Comm.

Three-dimensional inverse scattering theory and its relation with other problems, A chapter in the book "Scattering", eds. Pike, P. Sabatier, Academic Press, , Uniqueness of recovery of some systems of semilinear equations, Inverse Problems, 17 , Bouchouev, N. Valdivia Recovery of volatility coefficient by linearization, Quant. Finance, 2 , Wang The detection of surface vibrations from interior acoustical pressure, Inverse Problems, 19 , Bukhgeim, J. Saitoh, N.

Hayashi, M. Kluwer, , Imanuvilov, M. Yamamoto An inverse problem for the dynamical Lame system with two sets of boundary data, Comm. Inverse problems for quasilinear equations, In "Nonlinear Problems in Math.

Physics and related Topics. In honor of prof. Birman, S. Hildebrandt, V. Solonnikov, N. Wang On the uniqueness of the continuation for the dynamical Lame system with residual stress, Contemp.

## SearchWorks Catalog

Yamamoto Stability in a wave source problem by Dirichlet data on subboundary, J. Inverse Ill-Posed Problems, 11 , Hrycak Increased stability in the continuation of solutions to the Helmholtz equation , Inverse Problems, 20 , CRC-Marcel Dekker, , DeLillo, T. Hrycak Theory and boundary element methods for nearfield acoustic holography, J. Yamamoto, J. An inverse stability result for non compactly supported potentials by one arbitrary lateral Neumann observation.

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Uniqueness for an inverse problem for a dissipative wave equation with time dependent coefficient. Carleman estimate for Biot consolidation system in poro-elasticity and application to inverse problems. Sc,, pp. Carleman estimate for the Navier-Stokes equations and an application to a lateral Cauchy problem. Part I : boundary value problems.

Pures Appl. Stability of the determination of the surface impedance of an obstacle from the scattering amplitude. Inverse boundary problem for the dynamical heterogeneous Maxwell system. Carleman estimate with second large parameter for second order hyperbolic operators in a Riemannian manifold and applications in thermoelasticity cases.

Carleman estimates for anisotropic hyperbolic systems in Riemannian manifolds and applications. Carleman estimates and an inverse heat source problem for the thermoelasticity system. Stability estimates for the anisotropic wave equation from the Dirichlet-to-Neumann map. Stability for multidimensional inverse spectral problem with partial spectral data. Stability estimate for an inverse problem for the magnetic Schrodinger equation from the Dirichlet-to-Neumann map. Stability estimate for an inverse wave equation and a multidimensional Borg-Levinson theorem. Determination of a coefficient in the wave equation with a single measurement.

Lipschitz stability in an inverse problem for the acoustic wave equation with finte sets of Boundary data. Energy decay for the elastic wave equation with a local time-dependent nonlinear damping.

Stability estimate for the hyperbolic inverse boundary value problem by local Dirichlet-to-Neumann map. Stability estimate for an inverse boundary coefficient problem in thermal imaging. Stability estimate for an inverse problem for the wave equation in a magnetic field. Inverse source problem for the wave equation.

Lipschitz stability for a hyperbolic inverse problem by finite local boundary data.