root wrote:
The latest documentation work is creating a full graph of the Axiom
algebra as part of the bookvol10* buildout. This could be useful in
guiding your work in building a CLOS version.
I have been watching your progress and bookvol10 is looking very good.
It should be
root wrote:
The latest documentation work is creating a full graph of the Axiom
algebra as part of the bookvol10* buildout. This could be useful in
guiding your work in building a CLOS version.
I have been watching your progress and bookvol10 is looking very good.
It should be fairly eas
Martin Rubey wrote:
root <[EMAIL PROTECTED]> writes:
My best guess is that the problem lies in the code that fails to
simplify %e^(n log(x)) to x^n.
As I said before, I'm not sure whether this is really a simplification. After
all, the *definition* of a^b is %e^(a*log b)
I think
Doug Stewart wrote:
root wrote:
My copy of Schaums (1968, printing 4) shows
14:334:
int(1/(x*sqrt(x^n-a^n)),x) == 2/(n*sqrt(a^n))*acos(sqrt(a^n/x^n))
It seems this cannot be the answers.
Can someone with a later version please check for a typo?
Tim
root wrote:
My copy of Schaums (1968, printing 4) shows
14:334:
int(1/(x*sqrt(x^n-a^n)),x) == 2/(n*sqrt(a^n))*acos(sqrt(a^n/x^n))
It seems this cannot be the answers.
Can someone with a later version please check for a typo?
Tim
___
Axiom-develope
[EMAIL PROTECTED] wrote:
My copy of Schaums (1968, printing 4) shows
14:334:
int(1/(x*sqrt(x^n-a^n)),x) == 2/(n*sqrt(a^n))*acos(sqrt(a^n/x^n))
It seems this cannot be the answers.
Can someone with a later version please check for a typo?
Tim
___
A
Bertfried Fauser wrote:
Hi,
am I stupid, why not just differentiating to see which expression is correct?
In 14.661 Schaums claims:
integral acoth(x/a) = x*acoth(x)+a/2*log(x^2-a^2)
Axiom claims
integral acoth(x/a) = x*acoth(x/a)+a/2*log(x^2-a^2)
A.M.Raportirenko wrote:
Just a question.
What is a book which you mansion as Schaum?
Does you have any references?
Anatoly
On Monday 28 April 2008 09:08:30 [EMAIL PROTECTED] wrote:
In 14.661 Schaums claims:
integral acoth(x/a) = x*acoth(x)+a/2*log(x^2-a^2)
[EMAIL PROTECTED] wrote:
In 14.661 Schaums claims:
integral acoth(x/a) = x*acoth(x)+a/2*log(x^2-a^2)
Axiom claims
integral acoth(x/a) = x*acoth(x/a)+a/2*log(x^2-a^2)
^^
Is this a Schaums typo?
Tim
___
[EMAIL PROTECTED] wrote:
On at least 2 of these problems Schaums and Axiom seem to disagree
on the results, namely:
14:569 SCHAUMS AND AXIOM DISAGREE?
14:571 SCHAUMS AND AXIOM DISAGREE?
as the compute result is not constant but does not seem to have a
simplification that eliminates x.
This
[EMAIL PROTECTED] wrote:
Item 14:150 Schaums and Axiom DISAGREE BY A NON-CONSTANT
in schaum7.input.pamphlet is particularly interesting because
it appears that the derivative of Axiom's answer is the original
integrand but the derivative of Schaum's answer is not, implying
that Schaum's has a m
[EMAIL PROTECTED] wrote:
I have been concentrating on Axiom's numerical capabilities.
The last patch is the beginnings of regression tests against
Abramowitz and Stegun (1985) and Zwillinger's CRC Standard (2003).
I've also created firefox hyperdoc pages for the gamma function
standard from the
Linux because they are
there, but they aren't on my Windows desktop at work and probably
never will be.
I disagree with you on the statement
" I don't think as a user that either Firefox or OpenOffice are of
sufficient quality or maturity to be use
Gabriel Dos Reis wrote:
On Wed, 11 Jul 2007, C Y wrote:
|
| --- Gabriel Dos Reis <[EMAIL PROTECTED]> wrote:
|
| > I believe that the core of the system would have to change, evolved,
| > rewritten, rethinked.
| > The future -- at least the near future -- is in parallel/distributed
| > computa
Bill Page wrote:
On March 4, 2007 9:46 PM Doug Stewart wrote:
Bill Page wrote:
nyone have any idea exactly what "v. 1.1-rc" refers? Note:
The current version of the Aldor compiler is: v1.0.3. Where can
we find v. 1.1-rc?
Regards,
Bill Page.
try
http://www
Martin Rubey wrote:
For those who still have not spotted the mail:
From April 27 - April 29 there will be a Workshop on Axiom. We do have great
speakers, unfortunately there is not much audience so far.
I'd like to encourage *everybody* to come.
Meanwhile a poster is available at
www.mat.
and has help me muchly.
Could someone in the know take some material from this thread and use it
in the manual?
I know that just reading this has opened my eyes.
Doug Stewart
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I live in London near the uwo. Is there any point in me going to see him?
If I did set up an appointment what would you want me to say to him?
Doug Stewart P.Eng.
UWO Graduate
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udents
a spared many hrs. of trouble shooting because of strong Typing of C#. :-)
I am new to this list, and was wondering how Haskell can be used to
write Axiom programs?
Isn't Axiom written in Lisp?
Doug Stewart
___
Axiom-dev
Changes http://page.axiom-developer.org/zope/mathaction/AxiomMail/diff
--
William Sit wrote:
>Changes http://page.axiom-developer.org/zope/mathaction/AxiomMail/diff
>--
>
>
>Doug Stewart wrote:
>
>
>
>>But it is a constant How can I tell axiom that it is a co
Changes http://page.axiom-developer.org/zope/mathaction/AxiomMail/diff
--
Martin Rubey wrote:
>Dear Doug,
>
>there are two issues in your code:
>
>
>Doug Stewart writes:
>
>
>
>>)clear all
>>digits 20
>>-- n:=x^3+a1*x^2+a2*x+a3 ::Polynomial Fractio
rst and second order poly.
It works if the coeff are nice integers but I want it for floats. So I
am doing it symbolicly and then trying to put in my numbers at the last.
I am doing this mainly to learn Axiom. I can get my numbers real easy in
Octave.
Doug
Doug Stewart
--
forwarded from h
11,x1)
this gives an error message:
The form on the left hand side of an assignment must be a single
variable ... supporting the setelt operation.
Doug Stewart
--
forwarded from http://page.axiom-developer.org/zope/mathaction/[EMAIL PROTECTED]
___
Axiom
think the Expression thingy is bothering me later on in my program.
Any help would be nice.
Doug Stewart
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