Let $a$ be a circular complex Gaussian random variable with mean value $\mu$ and variance 1, i.e. $a \sim \mathcal{CN}(\mu,1)$.
Which is the distribution of $|a|^2$?
Let $a$ be a circular complex Gaussian random variable with mean value $\mu$ and variance 1, i.e. $a \sim \mathcal{CN}(\mu,1)$.
Which is the distribution of $|a|^2$?
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