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Let (x1,x2......xn) be a sequence of vectors In statistics one often has to compute the sample mean vector And the sample covariance My questions are 1.what canonical form of information would I suggest to represent the sequence (x1,x2.......xn)in order to compute the sample mean vector and the sample covariance matrix? 2.How can I verify that all the desirable properties of Canonical information are satisfied:Existence and Uniqueness, Completeness, Elementary, Empty, Combination, Update,and Compactness and Efficiency. 3.What are the minimum number of observations n for which X and V are defined?
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