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let X=(X1,X2,X3)^T be a vector of independent zero mean, unit variance gaussian random variable. Define Y=AX, whrer A is linear transformation matrix. LetCx denote the
let X=(X1,X2,X3)^T be a vector of independent zero mean, unit variance gaussian random variable. Define Y=AX, whrer A is linear transformation matrix. LetCx denote the covariance matrix of X. wht is cross variance of matrix X and Y
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