On Dec 10, 2:49 pm, William Stein <wst...@gmail.com> wrote:
> On Thu, Dec 10, 2009 at 10:32 AM, kcrisman <kcris...@gmail.com> wrote:
>
> >> At this point, I'm just throwing some remarks out, not saying that we 
> >> should
> >> do anything in particular.
>
> >> I'm curious -- who multiplies equalities by a scalar *except* high school
> >> students or college students taking entry level college algebra classes?
>
> > Or those in calculus or LP classes who need them to find solution sets
> > to various things.   But yes.
>
> So we should make the semantics be aimed at such people.

But, although
x<y
-x>-y
what would we do for
a*x??a*y
situation?  I think this was alluded to above - there isn't an answer,
per se.  That doesn't mean we couldn't check for the 'right' answer if
'a=something numeric' or even if 'a is assumed to be pos. or neg. in
assumptions()'.  But it's not clear what to do in that case, and we
don't want to cause things to happen that are simply wrong.  What does
Maple do in the symbolic case (the Mma answer, though cryptic, at
least is consistent)?

- kcrisman

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