Receiver operating characteristic (ROC) curves are limited when several dia
gnostic tests are available, mainly due to the problems of multiplicity and
inter-relationships between the different tests. The program presented in
this paper uses the generalised ROC criteria, as well as its confidence int
erval, obtained from the non-central F distribution, as a possible solution
to this problem. This criterion corresponds to the best linear combination
of the test for which the area under the ROC curve is maximal. Quantified
marker values are assumed to follow a multivariate normal distribution but
not necessarily with equal variances for two populations. Other options inc
lude Box-Cox variable transformations, QQ-plots, interactive graphics assoc
iated with changes in sensitivity and specificity as a function of the cut-
off. We provide an example to illustrate the usefulness of data transformat
ion and of how linear combination of markers can significantly improve disc
riminative power. This finding highlights potential difficulties with metho
ds that reject individual markers based on univariate analyses. (C) 2001 El
sevier Science Ireland Ltd. All rights reserved.