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Axiom is a general purpose system for doing mathematics
by computer. It is especially useful for symbolic calculations,
mathematical research and for the development of new
[mathematical algorithms]?. Axiom has a strongly-typed
high-level programming language for expressing abstract
mathematical concepts. Over 1,000 mathematical domains and categories
are collected in the [Axiom Library]?. Consult the
Rosetta Stone
to compare Axiom to some other
Computer Algebra
systems.
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Join a live video chat about computer algebra!
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Currently you can use Axiom, Fricas, Maxima,
OpenAxiom?, Reduce, and Sage on this website.
The results of your calculation will appear on the web page like this:
axiom integrate(1/(a+x^2),x)
Type: Union(List(Expression(Integer)),...)
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The [Axiom Foundation]? is our means to promote the development and
maintenance of the open source version of Axiom through the dispersement
of donations and
royalties from Axiom Gear
to support Axiom-related projects and through the [Award Of Bounties]?.
If you find a bug, please report it in IssueTracker? !
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- REDUCE
is now an open source project!
This website has been updated to use the open source version
(see also: AboutReduce? ).
- Gnuplot is now available on this website.
- Materials from presentations at the
Axiom & Aldor Workshop 2008 held at
RISC Austria, 24-26 July 2008,
are now available online.
- Aldor is still only semi-free
(since September 2007). Please re-visit FreeAldor? to let the license
holders know that you really want Aldor to be free and open source!
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![\label{eq1}\left[{{\log \left({{{{\left({x^2}- a \right)}\ {\sqrt{- a}}}+{2 \ a \ x}}\over{{x^2}+ a}}\right)}\over{2 \ {\sqrt{- a}}}}, \:{{\arctan \left({{x \ {\sqrt{a}}}\over a}\right)}\over{\sqrt{a}}}\right]](images/5177413701552551792-16.0px.png "\label{eq1}\left[{{\log \left({{{{\left({x^2}- a \right)}\ {\sqrt{- a}}}+{2 \ a \ x}}\over{{x^2}+ a}}\right)}\over{2 \ {\sqrt{- a}}}}, \:{{\arctan \left({{x \ {\sqrt{a}}}\over a}\right)}\over{\sqrt{a}}}\right]")
