Ground Penetrating Radar Modeling and an 
           Inverse Problem for the Maxwell-Hopkinson System     

                                   by

                 Johannes Gottlieb, University of Karlsruhe

                 JWB 208, 3:30pm  Thursday, June 11th, 1998


                                Abstract
We consider an inverse boundary value problem arising from Ground Penetrating 
Radar. We discuss uniqueness of the simultaneous determination of spatially 
dependent electric conductivity, permittivity and dispersion intensity 
for a one-dimensional inverse problem. For its solution, we take advantage 
of special properties of the fundamental solution. Numerical simulations 
are given for a layered medium with Debye dispersion.


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