Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Lyndon_word> ?p ?o. }
Showing items 1 to 25 of
25
with 100 items per page.
- Lyndon_word abstract "In mathematics, in the areas of combinatorics and computer science, a Lyndon word is a string that is strictly smaller in lexicographic order than all of its rotations. Lyndon words are named after mathematician Roger Lyndon, who introduced them in 1954, calling them standard lexicographic sequences.".
- Lyndon_word wikiPageExternalLink 00yyy.pdf.
- Lyndon_word wikiPageExternalLink books?id=UV9_3plEr8wC.
- Lyndon_word wikiPageExternalLink 1994AverageCostDuval.pdf.
- Lyndon_word wikiPageExternalLink 2007Origins.pdf.
- Lyndon_word wikiPageExternalLink BrlekLachaudProvencalReutenauer--LyndonChristoffelConvex.pdf.
- Lyndon_word wikiPageExternalLink p07.html.
- Lyndon_word wikiPageID "3919355".
- Lyndon_word wikiPageRevisionID "575538751".
- Lyndon_word author "Melançon, G.".
- Lyndon_word hasPhotoCollection Lyndon_word.
- Lyndon_word id "l/l110200".
- Lyndon_word title "Lyndon word".
- Lyndon_word subject Category:Combinatorics_on_words.
- Lyndon_word comment "In mathematics, in the areas of combinatorics and computer science, a Lyndon word is a string that is strictly smaller in lexicographic order than all of its rotations. Lyndon words are named after mathematician Roger Lyndon, who introduced them in 1954, calling them standard lexicographic sequences.".
- Lyndon_word label "Lyndon word".
- Lyndon_word label "Lyndonwort".
- Lyndon_word label "Mot de Lyndon".
- Lyndon_word sameAs Lyndonwort.
- Lyndon_word sameAs Mot_de_Lyndon.
- Lyndon_word sameAs m.0b6sdd.
- Lyndon_word sameAs Q1878827.
- Lyndon_word sameAs Q1878827.
- Lyndon_word wasDerivedFrom Lyndon_word?oldid=575538751.
- Lyndon_word isPrimaryTopicOf Lyndon_word.