Pages that link to "Item:Q414913"
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The following pages link to Schützenberger and Eilenberg theorems for words on linear orderings (Q414913):
Displaying 14 items.
- Lexicographically least words in the orbit closure of the Rudin-Shapiro word (Q638548) (← links)
- Nonexistence of a Kruskal-Katona type theorem for subword orders (Q705744) (← links)
- On quasi orders of words and the confluence property (Q1276254) (← links)
- Logic over words on denumerable ordinals (Q1604197) (← links)
- Simon's theorem for scattered words (Q1622959) (← links)
- Star-free sets of words on ordinals (Q1854423) (← links)
- Ranking and unranking fixed-density necklaces and Lyndon words (Q2272399) (← links)
- Algebraic characterization of FO for scattered linear orderings (Q2915674) (← links)
- Recognisable Languages over Monads (Q3451085) (← links)
- <i>C</i>-sortable words as green mutation sequences (Q3458235) (← links)
- On First-Order Fragments for Words and Mazurkiewicz Traces (Q5428216) (← links)
- Developments in Language Theory (Q5473666) (← links)
- Atomicity and Well Quasi-Order for Consecutive Orderings on Words and Permutations (Q5857006) (← links)
- Logic and rational languages of scattered and countable series-parallel posets (Q5919278) (← links)