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Simplification of 3-level Quantizer Stochastic Resonance in Gaussian Mixture Modeled Non-Gaussian Noise

机译:高斯混合模型非高斯噪声中三级量化器随机共振的简化

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In non-Gaussian noise, 3-level quantizer stochastic resonance is a noticeable method for the purpose of signal detection. However, its performance depends on the optimal threshold which should be computed by the estimation of the ambient noise. In Gaussian Mixture modeled noise, the computation burden limits the use of this type stochastic resonance in several applications. In this paper, we considered the simplification of 3-level quantizer stochastic resonance. The comparison with Rao test is given. It shows that when the variance of noise is known, the difference between two types stochastic resonance is not prominent. Therefore, the simplification of 3-level quantizer is practical for detection.
机译:在非高斯噪声中,出于信号检测的目的,三电平量化器随机共振是一种值得注意的方法。但是,其性能取决于最佳阈值,该阈值应通过估算环境噪声来计算。在高斯混合物建模的噪声中,计算负担限制了这种随机共振在几种应用中的使用。在本文中,我们考虑了三级量化器随机共振的简化。给出了与Rao检验的比较。它表明,当噪声的方差已知时,两种类型的随机共振之间的差异并不明显。因此,简化3级量化器对于检测是可行的。

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