More generally, using the notation of the previous exercise, show that, for i > j > ,
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More generally, using the notation of the previous exercise, show that, for i
> j > κ,
∫ hi (x)hj (x)hk (x)ϕ (x)dx = i!j!k!
{
1 2 (j+k−i)}!{
1 2 (i+k−j)}!{
1 2 (i+j−k)}!
when j+k−i is even and non-negative, and zero otherwise, (Jarrett, 1973, p. 26).
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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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