On Sun, 21 Jul 2013 17:41:16 -0700, Ajo Fod wrote:
Based on the tests you posted it seems like Gauss-Hermite fills the
capability CM was missing of doing one class of improper integrals.
However, the infinite class would have allowed integration from
[-Inf,
C!=0].
Can you manage that with Gauss Hermite?
I don't think so (non-authoritative answer).
So, given this development, I'm not particularly motivated to develop
AQ
further.
So, all the fuss just to use a numerical method for computing a value
known in advance?
I'll get back if I hit a "high frequency" function to bother with
it.
We already know one, don't we?
[Hint: the plots in https://issues.apache.org/jira/browse/MATH-995
I mean that this function could serve as a validation test and
benchmark (since we know that the answer is 1).]
[...]
Gilles
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