An inverse problem for Maxwell’s equations in non-stationary conducting media. (Chinese. English summary) Zbl 1488.35524
Summary: In this paper, we consider Maxwell’s equations in non-stationary conducting media. We discuss an inverse problem of determining the coefficients \(\varepsilon, \zeta, \mu\) in the constitutive relations and the conductivity coefficient \(\sigma\) from a finite number of interior measurements. We prove a Lipschitz stability estimate for the inverse problem by applying the argument on the basis of Carleman estimate.