Re: Incomplete gamma and beta



--- Raymond Toy  wrote:

> The other issue is what to do about the mathematical properites of
> such functions.  If we implemented, say, an incomplete gamma
> function, it would be nice if maxima actually knew something about
the
> incomplete gamma function.  Things like derivatives, integrals,
> limits, special values, etc.

Agreed entirely, but I think the numerical stuff is useful
independently of the symbolic stuff. So I guess I would 
suggest let's go ahead with some numerical functions and
let the symbolic properties catch up on their own schedule.

Thanks for your interest in this topic -- I appreciate it.

Robert Dodier


		
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