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File Date Author Commit
 config 2013-08-14 whebisch [r1628] Makefile cleanup.
 contrib 2013-05-03 cahirwpz [r1534] Create deb packages in a Debian friendly manner.
 debian 2013-05-03 cahirwpz [r1534] Create deb packages in a Debian friendly manner.
 doc 2013-08-12 whebisch [r1621] Clean up obsolete/excessive comments.
 license 2007-07-03 whebisch [r1] Test import
 src 2013-09-27 whebisch [r1658] Update INSTALL, INSTALL.aldor and release notes.
 CHANGELOG.old 2008-09-09 whebisch [r362] Rename change logs.
 ChangeLog 2013-09-27 whebisch [r1656] Update Aldor interface for free Aldor.
 FAQ 2013-08-07 whebisch [r1615] Update FAQ.
 INSTALL 2013-09-27 whebisch [r1658] Update INSTALL, INSTALL.aldor and release notes.
 INSTALL.CYGWIN 2011-10-10 whebisch [r1166] Update INSTALL.CYGWIN.
 INSTALL.aldor 2013-09-27 whebisch [r1658] Update INSTALL, INSTALL.aldor and release notes.
 Makefile.in 2013-09-27 whebisch [r1655] Makefile fixes.
 Makenotes.tex 2008-05-21 whebisch [r284] Rename */Makefile.pamphlet to */Makenotes.tex
 README 2007-09-22 whebisch [r61] New README, update INSTALL.
 build-setup.sh 2012-10-18 whebisch [r1473] Rename C config header.
 config.lisp 2010-01-08 whebisch [r760] Support build with Lispworks
 confignotes.tex 2008-05-28 whebisch [r287] Documentation fix.
 configure 2013-09-27 whebisch [r1660] Set 1.2.2 version number.
 configure.ac 2013-09-27 whebisch [r1660] Set 1.2.2 version number.

Read Me

This is FriCAS computer algebra system.  FriCAS is a fork of Axiom.

For installation instruction see INSTALL.

The basic goal of FriCAS is create a free advanced world-class CAS.
FriCAS builds on Axiom codebase. Currently (September 2007) FriCAS
algebra library is largest and most advanced free general purpose
computer algebra system -- this gives a good foundation to build
on.  Additionaly, FriCAS algebra library is written in a high
level strongly typed langage (Spad), which allows natural expression
of mathematical algorithms.  This makes FriCAS easier to understand
and extend.

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.

Current developement goals:

-- continue structural improvements
-- make it easier for external programs to interface with FriCAS
-- develop better user interface
-- support for using external mathematical routines from Spad
-- developing improved Spad compiler
-- add new mathematical algorithms

   Waldek Hebisch