4 ms·
Right, the "lots of false positives" conclusion is still the correct analysis. I just wanted to point out that both "P(Detect | Positive)" and "P(Not Detect |
by nerdponx 4y ago
Right, the "lots of false positives" conclusion is still the correct analysis.
I just wanted to point out that both "P(Detect | Positive)" and "P(Not Detect | Negative)" are both high, since GP only mentioned one and not the other.