Removed remark that symbols always commute.

diff --git a/doc/tutorial/ginac.texi b/doc/tutorial/ginac.texi
index ad48666c783e916c607579191c221c5d2b2fcb13..92d8fca38933bdfd9ff8d307849ead1139a071bc 100644 (file)
--- a/doc/tutorial/ginac.texi
+++ b/doc/tutorial/ginac.texi
@@ -3011,10 +3011,8 @@ expressions. Also, non-commutative products in GiNaC are more intelligent
 than in other computer algebra systems; they can, for example, automatically
 canonicalize themselves according to rules specified in the implementation
 of the non-commutative classes. The drawback is that to work with other than
 than in other computer algebra systems; they can, for example, automatically
 canonicalize themselves according to rules specified in the implementation
 of the non-commutative classes. The drawback is that to work with other than

-the built-in algebras you have to implement new classes yourself. Symbols
-always commutate and it's not possible to construct non-commutative products
-using symbols to represent the algebra elements or generators. User-defined
-functions can, however, be specified as being non-commutative.
+the built-in algebras you have to implement new classes yourself. Both
+symbols and user-defined functions can be specified as being non-commutative.

 
 @cindex @code{return_type()}
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 @cindex @code{return_type()}
 @cindex @code{return_type_tinfo()}