Modeling error sensitivity of the MUSIC algorithm conditioned on resolved sources

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Ferreol, A.Laboratoire des Systemes et Applications des Technologies de l'Information et de l'Energie,Thales Group (författare)

When the correlation matrix is known, the resolution power of subspace algorithms is infinite. In the presence of modelling errors, even if the correlation matrix is known, sources can no longer be resolved with certainty. Focusing on the MUSIC algorithm [1], the purpose of this work is to provide closed form expression of bias and variance versus the model mismatch (these errors can be different for each source). Un-like previous work, these performance measures are derived conditioned on the success of a certain source resolution test. Among the resolution definitions proposed in [2], we investigate which one is more suitable for our purposes. Numerical results support the theoretical investigations. Our findings are of a great interest for the determination of the necessary antenna calibration accuracy to achieve specifications on the estimator performance.

Larzabal, P.Laboratoire des Systemes et Applications des Technologies de l'Information et de l'Energie (författare)
Viberg, Mats,1961Chalmers tekniska högskola,Chalmers University of Technology(Swepub:cth)viberg (författare)
Laboratoire des Systemes et Applications des Technologies de l'Information et de l'EnergieThales Group (creator_code:org_t)

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