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Accurate Normal Distribution for the HP67/97
12-03-2018, 07:02 PM
Post: #21
RE: Accurate Normal Distribution for the HP67/97
(12-03-2018 12:44 AM)Albert Chan Wrote:  That is a cool formula ! I was expecting something much worse.

Something much worse would not have fit into the limited HP67/97 memory. ;-)

(12-03-2018 12:44 AM)Albert Chan Wrote:  To prove above correction work:
(...)
Sum it all, and ignore O(h4) terms, we get:

Ah, thank you very much. I have never tried a proof for that formula myself. But I wonder what that neglected fourth term with t4 will look like. Due to the limited hardware precision it will not make much sense, but anyway. I have a faint idea, but you will know better – Albert?

BTW, the tricky part is calculating t in the first place. Especially evaluating Q(x)–p without too much digit cancellation.

Dieter
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RE: Accurate Normal Distribution for the HP67/97 - Dieter - 12-03-2018 07:02 PM



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