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Discussion of "ne'o"
[parent] [root]
Comment #1: Gamma
Curtis W Franks (Sun Jun 1 03:31:14 2014)

Can we assume that this works as the translated gamma function?

Comment #2: Re: Gamma
Curtis W Franks (Fri Aug 15 16:41:46 2014)

krtisfranks wrote:
> Can we assume that this works as the translated gamma function?

In other words, as the Pi function originally introduced by Gauss (pole at
-1; equal to the integral from 0 to ∞ of (t^z)*(e^(-t)) with respect to
t for all z in the appropriate domain set). I do not think that it would
be wise to have Lojban endorse the Gamma function proper (and certainly
not under the functionality of this word in particular).

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