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La filtration de Harder-Narasimhan des schémas en groupes finis et plats
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Laurent Fargues
Published/Copyright:
August 11, 2010
Abstract
In this article we define and study a Harder-Narasimhan filtration of finite flat group schemes over an unequal characteristic valuation ring. We also study that type of filtrations for families of finite flat group schemes parametrised by formal schemes.
Received: 2008-05-31
Revised: 2009-03-04
Published Online: 2010-08-11
Published in Print: 2010-August
© Walter de Gruyter Berlin · New York 2010
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- La filtration de Harder-Narasimhan des schémas en groupes finis et plats
- Formules de caractères pour l'induction automorphe
- Duality theorems for slice hyperholomorphic functions
- Counting points of homogeneous varieties over finite fields
- Noncompact shrinking four solitons with nonnegative curvature
- Free analysis questions II: The Grassmannian completion and the series expansions at the origin
Articles in the same Issue
- La filtration de Harder-Narasimhan des schémas en groupes finis et plats
- Formules de caractères pour l'induction automorphe
- Duality theorems for slice hyperholomorphic functions
- Counting points of homogeneous varieties over finite fields
- Noncompact shrinking four solitons with nonnegative curvature
- Free analysis questions II: The Grassmannian completion and the series expansions at the origin
