Universal Cycles of Restricted Classes of Words

Mathematics – Combinatorics

Scientific paper

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14 pages, replacement of previous version with more detailed proofs and some corrections

Scientific paper

It is well known that Universal Cycles of $k$-letter words on an $n$-letter
alphabet exist for all $k$ and $n$. In this paper, we prove that Universal
Cycles exist for restricted classes of words, including: non-bijections,
equitable words (under suitable restrictions), ranked permutations, and
"passwords".

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