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An order topologyfor finitely generated free monoids

open access: yesSemigroup Forum, 1989
Let A be a finite set of at least two elements and let \(A^*\) denote the free monoid generated by A. A subset C of \(A^*\) is a code if the submonoid of \(A^*\) that it generates is free. A code of \(A^*\) is maximal if it is not properly contained in any other code of \(A^*\).
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