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MAXIMUM LIKELIHOOD ESTIMATION OF SIGNAL AMPLITUDE AND NOISE VARIANCE FROM COMPLEX VALUED DATA

机译:来自复数值数据的信号幅度和噪声方差的最大似然估计

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Complex valued data may be obtained by means of acquisition systems such as magnetic resonance imaging (MRI) or digital communication systems. If the signal amplitude is to be estimated from these (inevitably noise corrupted) complex data, one has two options. Either the signal amplitude is directly estimated from the complex valued data set, or, the complex data is first transformed into a magnitude data set after which the signal amplitude is estimated. Similarly, the noise variance can be estimated from both data sets. This paper addresses the question whether it is better to use complex valued data or magnitude data for the estimation of these parameters using the maximum likelihood method. As a performance criterion, the mean-squared error (MSE) is used.
机译:可以通过诸如磁共振成像(MRI)或数字通信系统的获取系统来获得复数的值。如果要从这些(不可避免的噪声损坏)复杂数据估计信号幅度,则一个有两个选项。从复合值数据集直接估计信号幅度,或者,复数数据首先被转换为估计信号幅度的幅度数据集。类似地,可以从两个数据集估计噪声方差。本文解决了使用最大似然方法使用复数值数据或幅度数据更好的问题。作为性能标准,使用平均平均错误(MSE)。

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