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Notable changes (compared to 1.0.5 version) include:
- the axiom script is no longer installed (use fricas script instead)
- some undesirable simplification are no longer done by default,
for example now asin(sin(3)) is left unevaluated
- support lambda expressions using '+->' syntax and nested functions
in Spad
- better configure, support for Dragonfly BSD
- faster bootstrap, also parallel (this does not affect speed
of release build)
Several bug fixes, in particular:
- fixed a regression introduced in 1.0.4 which caused equality
for nested products to sometimes give wrong result
- corrected fixed output of floating point numbers,
- operations on differential operators like symmetric power work now
- fixed crashes related to coercing power series
- functions returning Void can be traced
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Enables Dragonfly build (tested on 2.1.1).
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Unbreaks fetch.
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Bump PKGREVISION.
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Changes since FriCAS 1.0.4:
- improvement to normalize function, it performs now much
stronger simplifications than before
- better integration: due to improved normalize FriCAS can
now integrate many functions that it previously considered
unintegrable
- improvement to Martin Rubey guessing package, for example
it can now guess differential equation for the generating
function of integer partitions
- better support for using type valued functions
- several bug fixes
Changes since FriCAS 1.0.3:
User Interface:
- Add a new emacs mode: just (require 'fricas), M-x fricas and enjoy.
- Add support for inline display of LaTeXed code.
- Add support for mouse wheel.
- Supress SBCL style warnings due to autoloading.
Merge Ralf's wonderful new Aldor interface.
Allow calling type-valued functions.
Improve coercion of types.
Add coercions to InputForm.
Improve unparse.
Use SExpression as representation of OutputForm.
Miscellaneous improvements, bug fixes and cleanups.
Approved by <obache>.
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Discussed with tnn@.
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Packaged by Aleksej Saushev with help from Yorick Hardy
in the pkgsrc-wip project.
FriCAS is a fork of Axiom.
FriCAS algebra library is written in a high level strongly typed
language (Spad), which allows natural expression of mathematical
algorithms.
FriCAS uses lightweight developement methodology. Compared to Axiom
FriCAS is significantly restructured -- it is more portable and fixed
several defects. FriCAS removed rather large unused parts (without
removing functionality). It is expected that FriCAS will be much
easier to maintain than original Axiom.
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