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Figure 1a. (a) Graph shows quantiles of accuracy in U.S. radiologists (as extrapolated from data in the study sample). Median is 0.50 quantile. By following the horizontal line to the right, where it intersects the graph, and then down to where it intersects the horizontal axis, we estimate median accuracy (measured as partial ROC area of the reader) in U.S. radiologists to be approximately 0.66. (b) Graph shows implications of health care policy goal of increasing median accuracy by 10%. To move the population median from 0.66 to 0.76 (an amount indicated by the right-pointing arrow under x axis), we follow the arrows upward to the distribution and then to the left to determine that the target value of accuracy of 0.76 is approximately the 0.75 quantile in U.S. radiologists. That is, about 75% of U.S. radiologists have an accuracy (partial ROC area) less than or equal to 0.76. Thus, to achieve an increase in median accuracy of 10%, we must shift median upward from 0.50 to 0.75 (ie, across about 25% of the population). The fact that to accomplish this shift requires restricting 50% of the currently practicing U.S. radiologists from interpreting screening mammograms is outlined in the Appendix.
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