Network analysis is distinguished from traditional social science by t
he dyadic nature of the standard data set. Whereas in traditional soci
al science we study monadic attributes of individuals, in network anal
ysis we study dyadic attributes of pairs of individuals. These dyadic
attributes (e.g, social relations) may be represented in matrix form b
y a square 1-mode matrix, In contrast, the data in traditional social
science are represented as 2-mode matrices. However, network analysis
is not completely divorced from traditional social science, and often
has occasion to collect and analyze 2-mode matrices, Furthermore, some
of the methods developed in network analysis have uses in analysing n
on-network data, This paper presents and discusses ways of applying an
d interpreting traditional network analytic techniques to 2-mode data,
as well as developing new techniques, Three areas are covered in deta
il: displaying 2-mode data as networks, detecting clusters and measuri
ng centrality.