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Nous montrons comment on peut construire en toute généralité un -isocristal
surconvergent à partir d’un -log-cristal sur un log-schéma au-dessus du point trivial.
Nous étudions ensuite les propriétés de cette construction.
We extend Ogus’notion of -crystal and -span to the context of Berthelot’s crystals of level and we study the generalization of Ogus’theorem on the equivalence between -crystals and -spans of width less than .
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