Random variables X and Y are independent and Gaussian with N

Random variables X and Y are independent and Gaussian, with N(0, 1). Find the pdf of Z = min(X, Y). If needed, you can represent your answer using the F(middot) function, defined as F(t) = 1/Squareroot2pi integral_-infinity^t e^y^3/2 du

Solution

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 Random variables X and Y are independent and Gaussian, with N(0, 1). Find the pdf of Z = min(X, Y). If needed, you can represent your answer using the F(middot

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