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Théorème de Kurosh pour les relations d’équivalence boréliennes

Aurélien Alvarez — 2010

Annales de l’institut Fourier

En théorie des groupes, le théorème de Kurosh est un résultat de structure concernant les sous-groupes d’un produit libre de groupes. Le théorème principal de cet article est un résultat analogue dans le cadre des relations d’équivalence boréliennes à classes dénombrables, que nous démontrons en développant une théorie de Bass-Serre dans ce cadre particulier.

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