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Passage au quotient par une relation d’équivalence plate

In: Proceedings of a Conference on Local Fields

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  • M. Raynaud

Abstract

Résumé Cet exposé a pour but de justifier certains passages au quotient par des schémas en groupes finis et plats, non nécessairement étales, rencontrés par Tate dans sa théorie des groupes p-divisibles [3]. Nous montrons également, comment l’utilisation des faisceaux permet de préciser le problème des quotients en géométrie algébrique. L’auteur s’est directement inspiré de [6] Exp. IV et V.

Suggested Citation

  • M. Raynaud, 1967. "Passage au quotient par une relation d’équivalence plate," Springer Books, in: T. A. Springer (ed.), Proceedings of a Conference on Local Fields, pages 78-85, Springer.
    • Handle: RePEc:spr:sprchp:978-3-642-87942-5_8
    DOI: 10.1007/978-3-642-87942-5_8
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