Integral \(G\)-structures of Wach modules (Q2462021)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Integral \(G\)-structures of Wach modules |
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Integral \(G\)-structures of Wach modules (English)
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23 November 2007
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Summary: In this paper, we study the Tannakian properties of the Fontaine-Laffaille functor \(\mathbf V_{\text{cris}}\) thanks to the theory of Wach's modules. We construct a point of the torsor linking cristalline representations and weakly admissible filtered modules, preserving the lattices in the sens of the Fontaine-Laffaille correspondence.
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