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Generation of permutations in lexicographical order
BIT, 1970When the permutations are ordered lexicographically there is an ordering number corresponding to each permutation. A relation between the ordering numbers of complementary permutations is shown which can be useful in a computer generation of permutations.
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Lexicographic Orderings of Modes and Morphisms
2017The context of this paper is the theory of modes of non-degenerate well-formed scales (generalized diatonic or pentatonic scales), within the framework of algebraic combinatorics of words, specifically musical modes encoded as members of the monoid of words in \(A^{*}\) over a two-letter alphabet A, and the monoid of Sturmian morphisms that act on \(A^{
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Lexicographic criteria for ranking opportunity sets with similarities
Mathematical Social Sciences, 2022Carmen Vazquez
exaly
The theory of ordering lexicographic entries: Principles, algorithms and computer implementation
Computers and the Humanities, 1992Andrzej Ziabicki
exaly
Algorithm 102: Permutation in lexicographical order
Communications of the ACM, 1962Günther F. Schrack, M. Shimrat
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Lexicographic ordering, ranking and unranking of combinations
International Journal of Computer Mathematics, 1985M C Er
exaly