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L'accouplement de Weil entre le sous-groupe de Shimura et le sous-groupe cuspidal de J0(p).
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Loic Merel
Published/Copyright:
December 8, 2009
Online erschienen: 2009-12-08
Erschienen im Druck: 1996
Walter de Gruyter
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Articles in the same Issue
- Titelei
- Propriétés arithmétiques d'un produit infini lié aux fonctions thêta.
- Interpolating sequences and invariant subspaces of given index in the Bergman spaces.
- The geometric quantization of the moduli space of Riemann surfaces with even spin structure.
- L'accouplement de Weil entre le sous-groupe de Shimura et le sous-groupe cuspidal de J0(p).
- On a measure theoretic aspect of diophantine approximation.
- Boundary layer phenomena for differential-delay equations with state dependent time lags: II.
- On the discriminant locus of an ample and spanned line bundle.
Articles in the same Issue
- Titelei
- Propriétés arithmétiques d'un produit infini lié aux fonctions thêta.
- Interpolating sequences and invariant subspaces of given index in the Bergman spaces.
- The geometric quantization of the moduli space of Riemann surfaces with even spin structure.
- L'accouplement de Weil entre le sous-groupe de Shimura et le sous-groupe cuspidal de J0(p).
- On a measure theoretic aspect of diophantine approximation.
- Boundary layer phenomena for differential-delay equations with state dependent time lags: II.
- On the discriminant locus of an ample and spanned line bundle.
