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Word and tree codes are studied in a common framework, that of polypodes which are sets endowed with a substitution like operation. Many examples are given and basic properties are examined. The code decomposition theorem is valid in this general setup.
Word and tree codes are studied in a common framework, that of polypodes
which are sets endowed with a substitution like operation. Many examples are
given and basic properties are examined. The code decomposition theorem is
valid in this general setup.
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