Question: X1 Assume a random vector x = follows a bivariate Gaussian distribution: N(X, ), where is the mean vector and 2 = o po12 is

 X1 Assume a random vector x = follows a bivariate Gaussian

X1 Assume a random vector x = follows a bivariate Gaussian distribution: N(X, ), where is the mean vector and 2 = o po12 is the covariance matrix. Derive the 2 formula to compute mutual information between x and x2, i.e. 1(x1, x2). = 1 EL H2 X1 Assume a random vector x = follows a bivariate Gaussian distribution: N(X, ), where is the mean vector and 2 = o po12 is the covariance matrix. Derive the 2 formula to compute mutual information between x and x2, i.e. 1(x1, x2). = 1 EL H2

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