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Calculating EER #49
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EER is a performance metric for binary classification systems that output class likelihoods. It corresponds to the amount mislabeled samples given equal (or as close to equal as possible) false negatives and false positives. This corresponds to the point in the DET curve where the false positive and miss detection ( false negative ) are equal. For a different visualization read this. |
@cbrochtrup Thanks a lot |
@cbrochtrup That link basically says the EER is a worthless metric for any real work. Is that what you meant to link to?
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Haha, I can see why you'd think that. My apologies! I don't think EER is useless. EER is the standard metric to compare system performance in the speaker verification literature. Why does the writer think EER is useless? Because EER is not important in many industry applications such as medical diagnosis or biometric security. For example, if you're building a system to detect cancer you don't want to have equal errors - which is what the EER would give. For detecting cancer you're okay with false alarms but false negatives are dangerous because missing a cancer diagnosis (false negative) could cost a patient their life. The writer is likely a researcher in a field where EER is not the standard metric. In summary, EER is used in research to compare system performance but in practice, you would change the detection threshold to reduce the most costly type of system errors. Does that make sense? Do you know what I mean by "threshold"? |
I can't understand well the process of calculating EER .
I would be greatful if someone could explain this to me .
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