The paper deals with the approximate solving of an inverse problem for the nonlinear delay
differential equation, which consists of finding the initial moment and delay parameter based …

We expose here a novel application of the so-called coupled complex boundary method--
first put forward by Cheng et al.(2014) to deal with inverse source problems--in the …

In the present work we introduce and study a new method for solving the inverse obstacle
problem. It consists in identifying a perfectly conducting inclusion ω ω contained in a larger …

We consider the problem of identifying an unknown portion Γ of the boundary of a d-
dimensional (d= 2, 3) body Ω by a pair of Cauchy data (f, g) on the accessible part Σ of the …

Noninvasive measurement of neurocortical potentials using electroencephalography (EEG)
is a valuable tool in neuroscience research and clinical practice. However, accurate …

In this paper, we present a novel method for solving an inverse problem that involves
determining an unknown defect D compactly contained in a simply-connected bounded …

This work deals with a geometric inverse source problem. It consists in recovering the
characteristic function of an unknown inclusion based on boundary measurements. We …

We consider the inverse problem of identifying an unknown portion of the boundary of a two-
dimensional body Ω by using a pair of Cauchy data (f, g) on the accessible portion Σ …

This study revisits the problem of identifying the unknown interior Robin boundary of a
connected domain using Cauchy data from the exterior region of a harmonic function. It …

A non-conventional shape optimization approach is introduced to address the identification
of an obstacle immersed in a fluid described by the Stokes equation within a larger bounded …