In this book, focusing on hyperbolic systems, we give self-contained descriptions of•
derivations of Carleman estimates;• methods for application of Carleman estimates to …

We consider the problem of stability estimate of the inverse problem of determining the
magnetic field entering the magnetic Schrödinger equation in a bounded smooth domain of …

Stability estimates for an inverse problem for Schrödinger operators at high frequencies from
arbitrary partial boundary measurements - IOPscience This site uses cookies. By continuing to …

Stable Determination of Time-Dependent Scalar Potential from Boundary Measurements in a
Periodic Quantum Waveguide Page 1 Copyright © by SIAM. Unauthorized reproduction of this …

In this paper we consider the inverse problem of determining, on a compact Riemannian
manifold, the electric potential or the magnetic field in a Schrödinger equation via Dirichlet …

In this paper, we establish global Carleman estimates for the heat and Schrödinger
equations on a network. The heat equation is considered on a general tree and the …

We consider the inverse problem of determining the time-and space-dependent
electromagnetic potential of the Schrödinger equation in a bounded domain of R^n, n≧2 …

In this paper, we study the inverse boundary value problem of determining the magnetic field
and the electric potential of the magnetic Schrödinger equation from the Dirichlet to …

We consider the inverse problem of determining the time-independent scalar potential q of
the dynamic Schrödinger equation in an infinite cylindrical domain Ω, from one Neumann …

We consider the inverse problem of determining the time-dependent magnetic field of the
Schrödinger equation in a bounded open subset of,, from a finite number of Neumann data …