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IMPROVED SPECTRAL ANALYSIS OF NEARBY TONES USING LOCAL DETECTORS

机译:使用本地检测器改善附近音调的光谱分析

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This paper concerns the problem of resolvability power in the frequency domain. The canonical case of interest is to distinguish whether the received noise-corrupted signal is a single-frequency sinusoid or a two-frequency sinusoid, where the amplitudes, phases and frequencies are unknown to the receiver. Using a model-based hypothesis testing approach, we quantify a measure of attainable resolution between sinusoids with nearby frequencies, in the presence of noise. An explicit relationship is derived for the minimum detectable difference between the frequencies of two tones, for any particular false alarm and detection rate, and at a given SNR. An associated algorithm is proposed that produces significantly better performance compared to the standard subspace-based methods like MUSIC and can be effectively used in practice as a postprocessing step for the existing spectral estimation methods.
机译:本文涉及频域中解析能力的问题。命令案感兴趣的情况是区分所接收的噪声损坏信号是单频正弦曲线还是双频正弦曲线,其中幅度,阶段和频率未知于接收器。使用基于模型的假设检测方法,在存在噪声的情况下,我们量化了附近频率的正弦曲线之间可获得的分辨率的量度。对于两个音调的频率之间的最小可检测差异,可用于任何特定的误报和检测率,以及给定的SNR。提出了一种相关的算法,其与音乐的标准子空间的方法相比产生显着更好的性能,并且可以在实践中作为现有光谱估计方法的后处理步骤有效地使用。

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