In this contribution the problem of the diagnosis of arrays from far-field data is studied using the theory of Random Partial Fourier Matrices, rigorously showing the possibility of a large reduction of data. Numerical results based on $\ell_1$ minimization confirm the identification of the failures from a small set of measurements.
Array Diagnosis from Far-Field data using the theory of Random Partial Fourier Matrices
MIGLIORE, Marco Donald
2013-01-01
Abstract
In this contribution the problem of the diagnosis of arrays from far-field data is studied using the theory of Random Partial Fourier Matrices, rigorously showing the possibility of a large reduction of data. Numerical results based on $\ell_1$ minimization confirm the identification of the failures from a small set of measurements.File in questo prodotto:
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