Theory of inversion of dispersive bi-isotropic slab parameters using TEM pulses
A new method of reconstructing the susceptibility kernels of a linear, causal, time-invariant, homogeneous, and bi-isotropic medium from generic scattering data at normal incidence is presented. This inverse problem is shown to be well posed in the space of continuous functions furnished with the maximum norm, C[0,T]. A numerical example is given.