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La feuille des applications dites -transductions, et qu’il serait légitime d’appeler applications rationnelles, d’un monoïde libre dans un autre monoïde est étudiée de façon systématique. L’intérêt de ces applications vient de ce qu’elles transportent partie algébrique (ou -langages) sur partie algébrique, partie rationnelle (ou -langage) sur partie rationnelle. On étudie sous le nom de langage compilable les parties algébriques qu’une -transduction univoque applique dans un ensemble de Dyck...
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