Let A, A 1 and X be symmetric matrices with components aij , a ij and xij
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Let A, A
−1 and X be symmetric matrices with components aij
, a ij and xij respectively. Show that the Taylor expansion for the log determinant of A + X about the origin may be written Describe the form of the general term in this expansion. Compare with Exercise 1.6 and generalize to asymmetric matrices.
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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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