a b c d e f g h i j k l m n o p q r s t u v w x y z

diff from 558 and 129079

Description: A general purpose computer algebra system: style file for TeX
 Axiom is useful for
 research and development of mathematical algorithms. It defines a
 strongly typed, mathematically correct type hierarchy. It has a
 programming language and a built-in compiler.
 .
 Axiom has been in development since 1973 and was sold as a
 commercial product. It has been released as free software.
 .
 Efforts are underway to extend this software to (a) develop a
 better user interface (b) make it useful as a teaching tool
 (c) develop an algebra server protocol (d) integrate additional
 mathematics (e) rebuild the algebra in a literate programming style
 (f) integrate logic programming (g) develop an Axiom Journal with
 refereed submissions.
 .
 This package contains a TeX style file useful in publishing results
 obtained with Axiom.
Description: General purpose computer algebra system: style file for TeX
 Axiom is useful for
 research and development of mathematical algorithms. It defines a
 strongly typed, mathematically correct type hierarchy. It has a
 programming language and a built-in compiler.
 .
 Axiom has been in development since 1973 and was sold as a
 commercial product. It has been released as free software.
 .
 Efforts are underway to extend this software to (a) develop a
 better user interface (b) make it useful as a teaching tool
 (c) develop an algebra server protocol (d) integrate additional
 mathematics (e) rebuild the algebra in a literate programming style
 (f) integrate logic programming (g) develop an Axiom Journal with
 refereed submissions.
 .
 This package contains a TeX style file useful in publishing results
 obtained with Axiom.
--- 558	Thu Jan  1 00:00:00 1970
+++ 129079	Thu Jan  1 00:00:00 1970
@@ -1,4 +1,4 @@
-A general purpose computer algebra system: style file for TeX
+General purpose computer algebra system: style file for TeX
  Axiom is useful for
  research and development of mathematical algorithms. It defines a
  strongly typed, mathematically correct type hierarchy. It has a