Em Sex, 2009-02-06 às 22:18 +0200, ahmet alper parker escreveu:
> One more comment on the subject. As we were trying to solve a
> Sturm-Lioville boundary value problem by finite difference method, we
> calculated eigenvalues and eigenvectors of some matrices on matlab and
> mathematica. In both of
One more comment on the subject. As we were trying to solve a Sturm-Lioville
boundary value problem by finite difference method, we calculated
eigenvalues and eigenvectors of some matrices on matlab and mathematica. In
both of the programs, their 32 bit and 64 bit results were different (we
tried t
On Feb 5, 1:29 pm, William Stein wrote:
> On Thu, Feb 5, 2009 at 3:08 AM, ahmet alper parker wrote:
>
> > Dear All,
> > According to a previous conversation about Java and Python, a comment was
> > the results of the calculations written in the same language (although they
> > are written in a
On Thu, Feb 5, 2009 at 3:08 AM, ahmet alper parker wrote:
> Dear All,
> According to a previous conversation about Java and Python, a comment was
> the results of the calculations written in the same language (although they
> are written in a standard language) may be different from platform to
>
On Feb 5, 12:08 pm, ahmet alper parker wrote:
> I want to ask that, is it possible to calculate the
> error in our calculations with Sage (or else like maxima, matlab etc. if you
> know)? Also, is there big number (multiple precision arithmetic) support on
> Sage?
The "best" [read: easiest] way
