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Quasi-optimal Signal processing with the background of additive and multiplicative non-Gaussian noise

机译:具有加性和乘法非高斯噪声背景的准最优信号处理

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摘要

The issues of quasi-optimal signal processing in conditions of Simultaneous effect of additive and multiplicative non-Gaussian noise are considered. It is shown that with given a priori information about probability density function of the multiplicative noise, the accuracy of the measurement of the information parameter of the signal, in the case of its slow fluctuations can be significantly worse than in the case of rapid fluctuations of multiplicative noise.
机译:考虑了加性和乘性非高斯噪声同时效应下的准最优信号处理问题。结果表明,在给定有关乘性噪声概率密度函数的先验信息的情况下,信号的信息参数在其缓慢波动的情况下的测量精度可能明显低于在其快速波动的情况下的精度。乘法噪声。

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