Inverse problems for magnetic Schrödinger operators are at the forefront of mathematical physics and analysis, as they address the challenge of determining unknown magnetic and electric potentials ...

Cauchy problems and inverse problems in partial differential equations (PDEs) represent a class of challenging mathematical models where one seeks to determine unknown data inside a domain from ...

In many inverse problems a functional of u is given by measurements where u solves a partial differential equation of the type L(p)u+Su=Q. Here, Q is a known source term and L(p), S are operators with ...