The stochastic variables, X and Y, are independent and are Gaussian distributed with first moments, (x) =
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The stochastic variables, X and Y, are independent and are Gaussian distributed with first moments, (x) = (y) = 0, and standard deviations, x=oy = 1. Find the joint distribution function for the stochastic variables, V = X + Y and W - X - Y. Are Vand Windependent?
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