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Porównaj wybór filtrów, opakowań i funkcji osadzonych oraz rozpoznaj wycieki, redundancję i ograniczenia o zmiennym znaczeniu.

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Pytanie 1 z 8

How does feature selection differ from principal component analysis?

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  1. How does feature selection differ from principal component analysis?
    • Selection and PCA both construct the same linear projections
    • Selection chooses data rows while PCA chooses original columns
    • Selection retains input variables; PCA constructs transformed components
    • Selection is necessarily unsupervised while PCA requires class labels
  2. A univariate filter may miss a variable that is useful only through what?
    • Its variance considered in isolation
    • An interaction with another feature
    • The column's frequency of missing values alone
    • Its linear correlation with the target alone
  3. What makes recursive feature elimination a wrapper method?
    • It computes only a label-free variance threshold
    • It transforms every feature into a principal component
    • It fixes an initial feature ranking without refitting
    • It repeatedly fits an estimator to judge feature subsets
  4. An L1-regularized linear model sets some coefficients to zero during fitting. This is an example of which family?
    • Embedded selection
    • An estimator-independent univariate filter
    • An external search that refits every candidate subset
    • An unsupervised component projection
  5. Why must supervised feature selection be repeated inside each training fold?
    • To guarantee identical selected variables in every fold
    • To avoid tuning the selected subset size
    • To prevent held-out labels from affecting the selected subset
    • To make training accuracy an unbiased test score
  6. How should high mutual information with a target be interpreted?
    • Evidence of statistical dependence, not proof of causation
    • Proof the feature will help every estimator
    • Proof the feature is independent of others
    • A guarantee of stable performance in production
  7. Two correlated variables split a tree model's importance. What should an analyst conclude?
    • Both variables are proven useless
    • The lower score proves negative causation
    • Importance scores are unaffected by correlation
    • Importance can be distributed among substitutes, so inspect redundancy
  8. A selected subset changes greatly across resamples. Which diagnostic is most directly relevant?
    • Selection stability across resamples
    • The training score from a single fitted subset
    • The marginal variance of one selected column
    • The number of input variables before selection