Generalized correlation decomposition applied to array processing in unknown noise environments
Advances in spectrum analysis and array processing (vol. III)
IEEE Transactions on Signal Processing
Canonical coordinates and the geometry of inference, rate, andcapacity
IEEE Transactions on Signal Processing
IEEE Transactions on Signal Processing
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This paper uses the canonical correlation decomposition (CCD) framework to investigate the spatial correlation of sources captured using two spatially separated sensor arrays. The relationship between the canonical correlations of the observed signals and the spatial correlation coefficients of the source signals are first derived, including an analysis of the changes seen in this relationship under certain noise level and array geometry assumptions. Additionally, simulation results are presented that demonstrate the effects of different noise levels and array geometries on the canonical correlations for the case of two uniform linear sparse arrays.