Abstract
This paper considers high resolution direction finding in the presence of noise-like jammers for the case where the jammer-alone covariance matrix cannot be measured. We apply two versions of fourth order cumulant based higher order statistics (HOS) MUSIC methods to real data, discuss the super-resolution and the jammer suppression properties, and introduce a weighted HOS projection method which overcomes the deficiencies of standard HOS MUSIC with respect to remainders of Gaussian sources.
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