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Friedman test and its use case.

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Answer

  • Non-parametric alternative to repeated-measures ANOVA.
  • Same subjects rated on k treatments; rank within each subject, sum ranks per treatment.
  • Null: no treatment effect.
  • Useful for within-subject designs where normality is violated.
  • Follow-up: pairwise Wilcoxon with correction.
  • Common in ML benchmarking (rank algorithms across datasets).
Check yourself — multiple choice
  • Independent samples
  • Non-parametric repeated-measures ANOVA: within-subject ranks across k treatments; used in benchmarking ML algos across datasets
  • Same as chi-square
  • Not real

Friedman: non-param repeated-measures ANOVA on within-subject ranks.

#hypothesis-testing#non-parametric

Practise Statistics Fundamentals

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