Let 1 ,,k be positive numbers adding to unity and define the multinomial covariance matrix ij =
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Let π1
,…,πk be positive numbers adding to unity and define the multinomial covariance matrix
ωij = { .
Show that ωij has rank k − 1 and that is a generalized inverse of rank k. Find the Moore-Penrose generalized inverse.
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Related Book For
Tensor Methods In Statistics Monographs On Statistics And Applied Probability
ISBN: 9781315898018
1st Edition
Authors: Peter McCullagh
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