Objectives Upon completing this chapter, the learner should be able to:
- Given a fitted binary logistic model, describe or
illustrate how a cut-point can be used to classify
subjects as predicted cases (Y¼1) and predicted
noncases (Y¼0). - Given a fitted binary logistic model, describe or
illustrate how a cut-point can be used to form a
misclassification (or diagnostic table). - Define and illustrate what is meant by true positives,
false positives, true negatives, and false negatives. - Define and illustrate what is meant by sensitivity and
specificity. - Define and illustrate “perfect discrimination.”
- Describe what happens to sensitivity and specificity
parameters when a cut-point used for discrimination
of a fitted logistic model decreases from 1 to 0. - Describe what happens to (1specificity) when a cut-
point used for discrimination decreases from 1 to 0. - State one or more uses of an ROC curve.
- State and/or describe briefly how an ROC curve is
constructed. - State and/or describe briefly how the area under an
ROC curves is calculated. - Describe briefly how to interpret a calculated area
under an ROC curve in terms of the discriminatory
performance of a fitted logistic model. - Given a printout of a fitted binary logistic model,
evaluate how well the model discriminates cases from
noncases.
Objectives 347