respectively. We'll come back later to some more details about these
two classes and motivate the use of pairs in sums and products here.
-@subsection Digression: Internal representation of products and sums
+@unnumberedsubsec Digression: Internal representation of products and sums
Although it should be completely transparent for the user of
GiNaC a short discussion of this topic helps to understand the sources
classes for GiNaC. @acronym{CLN} stands for Class Library
for Numbers or alternatively for Common Lisp Numbers. In order to
find out more about @acronym{CLN}'s internals the reader is
-refered to the documentation of that library. Suffice to say that it
+refered to the documentation of that library. @inforef{Introduction, , cln},
+for more information. Suffice to say that it
is by itself build on top of another library, the GNU Multiple
Precision library @acronym{GMP}, which is an extremely fast
library for arbitrary long integers and rationals as well as arbitrary
@heading Disadvantages
-Of course it also has some disadvantages
+Of course it also has some disadvantages:
@itemize @bullet