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Gray-ordered Binary Necklaces

Published in The Electronic Journal of Combinatorics • Jan 3, 2007
NobleIDNI5P26W67R98S71
Authors:
Christopher Degni
,
Arthur A. Drisko

Abstract

A $k$-ary necklace of order $n$ is an equivalence class of strings of length $n$ of symbols from $\{0,1,\ldots,k-1\}$ under cyclic rotation. In this paper we define an ordering on the free semigroup on two generators such that the binary strings of length $n$ are in Gray-code order for each $n$. We ...

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