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  2. Rearrangement inequality
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The 8 pages that link to Rearrangement inequality, each with the reason it gives.

All 8Related 5Compared with 3
  • Karamata's inequalityCompared with: It compares pairings of entries, rather than convex sums under majorization.

  • Muirhead's inequalityCompared with: It uses ordering in products rather than majorization between exponent vectors.

  • Titu's lemmaCompared with: Unlike Titu's lemma, its key condition is the ordering of terms.

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