Thanks much for the reply Mr. Schrieb. I find this to be a very
fasinating discussion and would like to add the following.
Older software becomes worse "by comparison" to newer software in the
all important area of the user interface, as well as "by comparison"
in capability. For example I find using an on screen keypad with a
wireless mouse to be infinitely better than hunting around on a
keyboard for nonexistant math symbols, or attempting to correctly
depress only one button on a crowded handheld keyboard.
In the area of capability, graphing capability has increased by a huge
amount in the last ten years so don't expect to "see" the same results
from a program that was created during the DOS error as you would from
one created since then. In addition there are the problems of porting
to newer platforms and operating systems and that gradually makes
older software unusable.
Then there are the maintainance problems. Older software contains so
much bloat from fixes, patches, and workarounds that making minor
changes can have profound ripple effects. So it is generally better
to start from scratch than to try to upgrade older software to newer
user interfaces. The point is that it is best to leave older software
alone and at that point it usually goes into the public domain as
freeware. That is not to say that it is useless, it is to say however
that it is not a potentually upgradable product and won't have the
latest capabilities and user interface capabilities.
With time as platforms evolve and porting becomes a bigger and bigger
problem older software fades into history. So if you have an older
computer with windows 98 on it and some old math freeware, don't
expect that software to be compatable with the latest OS when you
eventually buy a new computer.
Taking the problems with older software in total, older software just
isn't as user friendly as the latest stuff and don't expect anyone to
upgrade older software with the latest bells and whistles. Do expect
older software to become unusable with the latest platforms/operating
systems. As with most things, you only get what you pay for however I
hasten to add that in todays business climate you sometimes pay a lot
and don't get much, for example in the evolution from the ti-89 to the
nspire cas, 3d graphing went from barely usable to nothing at all,
which is a reflection of a greedy unwillingness to spend the money to
do the job right. On the other hand, Apple still spends the money to
do the job right and has extremely successful products like the iphone
which now has thousands of after market software apps. Wake up TI.
The old rules of doing business still apply. It still takes a
superior product to generate superior sales.
On Nov 9, 2:52 am, fhub <
f...@gmx.at> wrote:
> Well, the latest Derive 6.10 is 5 years old (not 12), but what's the
> problem with the age of a CAS? Does it become worse when getting older
> (as we do ;-)) ?
> If TI won't have made the terrible decision to remove more than 50% of
> the capabilities of the Derive (and TI-92/Voyage) CAS for their new
> product nSPire, then this successor would in fact be a good choice!
> And since Derive is no longer available (officially), it would
> certainly be no problem to use an 'unofficial' version from the web
> (which not hard to find).
>
> And about the other systems:
> You´re right with muPad, it's indeed out of business (being now an
> integrated part of the 'Symbolic Math Toolbox' of MATLAB), but the
> latest (or maybe an older) version can certainly be found on the
> internet.
>
> Macsyma and Reduce are the first CAS that have been available at all
> (more than 30 years ago), and both systems are now free (even open
> source) and can be found here:
> Maxima:
http://maxima.sourceforge.net/http://sourceforge.net/projects/maxima/files/
> Reduce:
http://reduce-algebra.sourceforge.net/http://sourceforge.net/projects/reduce-algebra/files/
>
> There's still another one worth to be mentioned:
> XCAS, a PC version of the CAS included in the HP-48/49/50 calculators
> (and from the same author).
http://www-fourier.ujf-grenoble.fr/~parisse/giac.html
> > > > > > > another Math Softwarehttp://
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