An information-theoretic framework is used to analyze the knowledge co
ntent in multivariate cross classified data. Several related measures
based directly on the information concept are proposed: the knowledge
content (S) of a cross classification, its terseness (Zeta), and the s
eparability (Gamma(x)) of one variable, given all others. Exemplary ap
plications are presented which illustrate the solutions obtained where
classical analysis is unsatisfactory, such as optimal grouping, the a
nalysis of very skew tables, or the interpretation of well-known parad
oxes. Further, the separability suggests a solution for the classic pr
oblem of inductive inference which is independent of sample size.