I have three random variables $ g, h,f$ and one constant $\alpha$. I know that the square of absolute value of product of $\alpha, g, f$ i.e., $|\alpha*g*f|^{2}$ can be expressed as $\alpha^2$ $|g*f|$. So how the expression $|h+\alpha*g*f|^{2}$ can be simplified. Any help in this regard is highly appreciated.
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Yes....here these random variables are complex Gaussian. – charu Nov 27 '20 at 09:56
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Your question is one on algebra of complex numbers. This has nothing to do with random variables. – Kavi Rama Murthy Nov 27 '20 at 10:03
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Ok....but how to proceed.... – charu Nov 27 '20 at 10:30