Re: New draft (#3) and last call for comments on SRFI 194: Random data generators
Lucier, Bradley J 18 Aug 2020 19:18 UTC
Some authors define both real and complex Euclidean spaces, as any space that has a real or complex inner product. I’d keep those few words even if they seem redundant.
Brad
> On Aug 18, 2020, at 2:56 PM, John Cowan <xxxxxx@ccil.org> wrote:
>
> I have adopted this language, except that I have changed "n/n+1-dimensional Euclidean space of real numbers" by omitting "of real numbers", since that' s implied (IIRC) by "Euclidean space".