Linked from

The 48 pages that link to Permutation, each with the reason it gives.

• DeterminantNarrower topic: The determinant's defining sum assigns a sign and product to each permutation.

• Permutation groupNarrower topic: Each element of a permutation group is a permutation of the underlying set.

• Permutation matrixNarrower topic: The locations of the matrix’s 1s encode a permutation of row or column indices.

• Rearrangement inequalityNarrower topic: The inequality compares product sums across permutations of one sequence.

• Multinomial coefficientNarrower topic: A multinomial coefficient counts permutations after arrangements within groups are treated as indistinguishable.

• PlugboardNarrower topic: On cipher machines, plugboard wiring implements a permutation of symbols.

• Standard 52-card deckNarrower topic: Every possible deck order is a permutation of its 52 distinct cards.

• AnagramNarrower topic: An anagram rearranges a word’s letters, making it a permutation constrained by letter identity.

• Latin squareNarrower topic: Each row and column can be viewed as a permutation of the symbols.

• Laplace expansionNarrower topic: Permutation signs explain the alternating signs in determinant terms.

• Erdős–Szekeres theorem (monotone subsequences)Narrower topic: Relabeling the distinct values by rank reduces the theorem to a statement about permutations.

• Sliding puzzleNarrower topic: Every tile arrangement can be represented as an ordering of the tiles and vacancy.

• Leibniz formula for determinantsNarrower topic: Each term chooses columns through one permutation of the matrix’s rows.

• War (card game)Narrower topic: A shuffled deck is one ordering of its cards, and War’s outcomes depend on that order.