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Hermite Polynomials
#9
@mike

the cleanest continuum sum is probably as I mentioned before , an analytic sexp with a parabolic fixpoint at sexp(1) = 1.

A system of equations can be solvable even if infinite but that does not garantee convergeance.

Im not convinced by all these transforms methods at the moment , though I would be nice. Maybe with additional work.

regards

tommy1729
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Messages In This Thread
Hermite Polynomials - by mike3 - 07/05/2014, 06:07 AM
RE: Hermite Polynomials - by JmsNxn - 07/05/2014, 02:11 PM
RE: Hermite Polynomials - by mike3 - 07/06/2014, 04:14 AM
RE: Hermite Polynomials - by JmsNxn - 07/06/2014, 11:03 AM
RE: Hermite Polynomials - by mike3 - 07/06/2014, 11:04 PM
RE: Hermite Polynomials - by JmsNxn - 07/07/2014, 12:39 PM
RE: Hermite Polynomials - by mike3 - 07/08/2014, 06:31 AM
RE: Hermite Polynomials - by fivexthethird - 07/06/2014, 02:11 PM
RE: Hermite Polynomials - by tommy1729 - 07/08/2014, 12:24 PM

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