A classification study was carried in which, after training, predictions were obtained for each of two classifiers Y1 and Y2. The following are the confusion matrices obtained with n = 150 validation observations. Predicted Y1 0 1 and True 0 1 10 75 4 61 True 0 1 Predicted Y2 0 1 80 5 62 3 The classifiers Y1 and Y2 are to be compared. To this end, compute the performance measures TPR and FPR for each classifier. Then compare the classifiers using these results and briefly discuss which of Y1 and Y2 has a better performance. As part of your solution include your computed performance measures TPR, FPR.
A classification study was carried in which, after training, predictions were obtained for each of two classifiers Y1 and Y2. The following are the confusion matrices obtained with n = 150 validation observations. Predicted Y1 0 1 and True 0 1 10 75 4 61 True 0 1 Predicted Y2 0 1 80 5 62 3 The classifiers Y1 and Y2 are to be compared. To this end, compute the performance measures TPR and FPR for each classifier. Then compare the classifiers using these results and briefly discuss which of Y1 and Y2 has a better performance. As part of your solution include your computed performance measures TPR, FPR.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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