In medical diagnosis, physicians predict the state of a patient by checking
measurements (features) obtained from a sequence of tests, e.g., blood test,
urine test, followed by invasive tests. As tests are often costly, one would
like to obtain only those features (tests) that can establish the presence or
absence of the state conclusively. Another aspect of medical diagnosis is that
we are often faced with unsupervised prediction tasks as the true state of the
patients may not be known. Motivated by such medical diagnosis problems, we
consider a {\it Cost-Sensitive Medical Diagnosis} (CSMD) problem, where the
true state of patients is unknown. We formulate the CSMD problem as a feature
selection problem where each test gives a feature that can be used in a
prediction model. Our objective is to learn strategies for selecting the
features that give the best trade-off between accuracy and costs. We exploit
the Weak Dominance' property of problem to develop online algorithms that identify a set of features which provides an optimal’ trade-off between cost
and accuracy of prediction without requiring to know the true state of the
medical condition. Our empirical results validate the performance of our
algorithms on problem instances generated from real-world datasets.

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