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GLRT-based array receivers to detect a known signal corrupted by noncircular interferences

机译:基于GLRT的阵列接收器可检测已知信号,该信号被非圆形干扰破坏

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摘要

The problem of detecting a known signal with unknown parameters in the presence of interferences, whose second order statistics (SOS) are unknown, has received considerable attention these last decades. However, most of the available receivers assume second order (SO) circular interferences and become suboptimal in the presence of SO noncircular interferences, omnipresent in applications such as radar, satellite localization or radio communications. The scarce optimal receivers taking into account the potential SO non-circularity of the interferences have been developed under the limiting assumption of a known signal with known parameters or of a random signal. For this reason, following a generalized likelihood ratio test (GLRT) approach, we introduce different new array receivers for the detection of a known signal, with different sets of unknown parameters, corrupted by unknown noncircular interferences and we analyze their performances. Specifically, we show that these new non conventional (NC) detectors entail large gains in performance with respect to conventional (C) ones, depending on the a priori information available.
机译:在最近的几十年中,在存在干扰的情况下检测未知参数的已知信号的问题已经受到相当大的关注,该问题的二阶统计量(SOS)未知。但是,大多数可用的接收机都具有二阶(SO)圆形干扰,并且在存在SO非圆形干扰的情况下成为次优的,这种情况在诸如雷达,卫星定位或无线电通信之类的应用中无处不在。在具有已知参数或随机信号的有限假设下,已经开发出考虑到潜在的SO非圆形性的稀缺最优接收机。因此,遵循广义似然比测试(GLRT)方法,我们引入了不同的新型阵列接收器来检测已知信号,具有不同的未知参数集,并受到未知的非圆形干扰的破坏,并对其性能进行了分析。具体来说,我们显示出这些新的非常规(NC)检测器相对于常规(C)检测器在性能上有很大的提高,这取决于可用的先验信息。

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