This letter deals with adaptive radar detection of targets embedded in Gaussian clutter plus range-distributed subspace-structured jamming by exploiting the invariance theory. The class of invariant detectors which ensure the constant false alarm rate property has been characterized by designing the maximal invariant statistic for the studied detection problem. The achievement of this letter is the coincidence of the obtained maximal invariant with that derived assuming range-concentrated jamming.

Coincidence of Maximal Invariants for Two Adaptive Radar Detection Problems

Orlando D
2016-01-01

Abstract

This letter deals with adaptive radar detection of targets embedded in Gaussian clutter plus range-distributed subspace-structured jamming by exploiting the invariance theory. The class of invariant detectors which ensure the constant false alarm rate property has been characterized by designing the maximal invariant statistic for the studied detection problem. The achievement of this letter is the coincidence of the obtained maximal invariant with that derived assuming range-concentrated jamming.
2016
Aubry, A; Carotenuto, V; De Maio, A; Orlando, D
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/1270539
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