vault backup: 2026-06-11 20:43:24
This commit is contained in:
1 parent
0ac2783908
commit
c7a9ff1b15
1 file changed
+4
-1
@@ -70,4 +70,7 @@ $$
|
|||||||
\kappa = \frac{{2 \times (TP \times TN - FN \times FP)}}{(TP + FP) \times (FP + TN) + (TP + FN) \times (FN + TN)}
|
\kappa = \frac{{2 \times (TP \times TN - FN \times FP)}}{(TP + FP) \times (FP + TN) + (TP + FN) \times (FN + TN)}
|
||||||
$$
|
$$
|
||||||
When using it in this context a value of 1 represents a perfect classifier (model and reality are in perfect agreement) and 0 represents the same accuracy as random chance. The value can also go down to -1 which represents complete disagreement and worse performance than random chance.
|
When using it in this context a value of 1 represents a perfect classifier (model and reality are in perfect agreement) and 0 represents the same accuracy as random chance. The value can also go down to -1 which represents complete disagreement and worse performance than random chance.
|
||||||
### AUC-ROC Curve
|
### ROC and AUC
|
||||||
|
ROC stands for the Receiver-operating characteristic curve. The graph is found by plotting the true positive rate on the y-axis and the false positive rate on the x-axis as the threshold changes. This is a parametric graph with the threshold as the parameter.
|
||||||
|
![[rocCurve.excalidraw]]
|
||||||
|
A perfect classifier is represented by a point at $(0, 1)$ which means that every prediction is correct (no false positives)
|
||||||
Reference in new issue
Block a user