Guide-linked quiz · Medium Level
Hinge Loss Quiz
Calculate hinge loss from signed margins and connect margin violations to SVM objectives and distinctions from logistic loss.
Question 1 of 8
A correctly labeled example has signed margin 0.4. What is its hinge loss?
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- A correctly labeled example has signed margin 0.4. What is its hinge loss?
- 0.6
- 0
- 1.4
- 0.4
- At what signed margin does hinge loss first become zero?
- Exactly zero only
- One or greater
- Any negative value
- At minus one or less
- A negative-labeled case receives score 0.5. What is its signed margin?
- 1.5
- 0.5
- -0.5
- -1.5
- Why can a correctly classified point have positive hinge loss?
- The point must be mislabeled
- Correct classification always means a negative score
- Hinge loss ignores all margins
- It can be on the correct side but inside the unit margin
- How does logistic loss differ for a correctly classified point far beyond the margin?
- It is always exactly zero
- It continues to have a positive loss
- It becomes a class probability itself
- It is not defined for positive scores
- Which objective tradeoff is common in a linear SVM?
- A clustering compactness term plus a tree-depth penalty
- A squared-error term on numeric class labels plus a seasonal term
- A weight-norm penalty balanced against hinge-loss violations
- A probability calibration penalty balanced against class frequency
- Why should a decision score not be reported directly as a calibrated probability?
- A decision score is already the observed event frequency
- Any score above zero is automatically a calibrated probability
- Every SVM estimates a generative distribution over classes
- Hinge loss does not itself calibrate decision scores as probabilities
- What should be checked when comparing two SVM implementations called linear classifiers?
- Whether the estimators use hinge or squared hinge and compatible regularization settings
- Whether identical training accuracy implies that their loss definitions are equivalent
- Whether raw loss values must match even when their loss definitions differ
- Whether each implementation reaches 100% training accuracy
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