In this article we seek stability estimates in the inverse problem of determining the potential
or the velocity in a wave equation in an anisotropic medium from measured Neumann …

We study the stability issue in the inverse problem of determining the time-dependent
coefficient $ q (t, x) $ of order zero appearing in the wave equation, from boundary …

In this paper, we treat the inverse problem of determining two time-dependent coefficients
appearing in a dissipative wave equation, from measured Neumann boundary observations …

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 …

We consider the stability in an inverse problem of determining the potential q entering the
wave equation∂ t2u− Δu+ q (x) u= 0 in a bounded smooth domain of Rd from boundary …

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 …

We consider the stability in the inverse problem consisting in the determination of an electric
potential $ q $, appearing in a Dirichlet initial-boundary value problem for the wave equation …

This paper is devoted to the theory of approximation of coefficient inverse problems for
differential equations of parabolic, elliptic, and hyperbolic types in functional spaces. We …

In this paper we are interested in establishing stability estimates in the inverse problem of
determining on a compact Riemannian manifold the electric potential or the conformal factor …

We study the stability issue in the inverse problem of determining the magnetic field and the
time-dependent electric potential appearing in the Schrödinger equation, from boundary …