After an outline of the properties of complete families, their application to an inverse obstacle problem in scalar electromagnetics is described. The approximate forward propagator is defined, which relates least-squares boundary coefficients to far zone scattering coefficients. A conjecture on the forward propagator is stated. Support to the conjecture comes from computational results, including the inversion of phaseless data.
Crosta, G. (2017). Complete families in inverse obstacle scattering. In 2017 International Applied Computational Electromagnetics Society Symposium - Italy, ACES 2017 (pp.1-2). International Applied Computational Electromagnetics Society [10.23919/ROPACES.2017.7916385].
Complete families in inverse obstacle scattering
Crosta, Giovanni Franco
Primo
2017
Abstract
After an outline of the properties of complete families, their application to an inverse obstacle problem in scalar electromagnetics is described. The approximate forward propagator is defined, which relates least-squares boundary coefficients to far zone scattering coefficients. A conjecture on the forward propagator is stated. Support to the conjecture comes from computational results, including the inversion of phaseless data.
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