Multivariate problem
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1. Suppose the covariance matrix of three dimensional random vector X is given by o2po2 0 Σ = po² o2 0 po2 02 po2 Suppose the underlining random vector is N3(0, 2). Find the joint distribution and marginal distributions of principal components of X.
1. Suppose the covariance matrix of three dimensional random vector X is given by o2po2 0 Σ = po² o2 0 po2 02 po2 Suppos
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1. Suppose the covariance matrix of three dimensional random vector X is given by o2po2 0 Σ = po² o2 0 po2 02 po2 Suppos
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