Abstract
Nous montrons que le systeme integrable de Beauville sur un espace de dimension dix de modules de faisceaux sur une surface K3 construit par un espace de modules de faisceaux stables sur les cubiques de dimension trois est algebriquement completement integrable. Nous utilisons la construction d'O'Grady d'une resolution symplectique de l'espace (les modules de faisceaux sur une surface K3.
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