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Non-uniqueness of even order permutations with maximal entropy
Published online by Cambridge University Press: 01 June 2000
Abstract
In this paper we prove that permutations of even length with maximal entropy are not unique. There are in fact two distinct permutations, $\theta_n$ and $\widetilde{\theta_n}$, with maximal entropy, both of which are self-dual and $\widetilde{\theta_n}$ is the reverse of $\theta_n$.
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- Research Article
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- 2000 Cambridge University Press
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