2020 / December Volume 15 No.4
A generalization of Colmez-Greenberg-Stevens formula
Published Date |
2020 / December
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Title | A generalization of Colmez-Greenberg-Stevens formula |
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Pagination | 287-320 |
Abstract | In this paper we study the derivatives of Frobenius and the derivatives of Hodge-Tate weights for families of Galois representations with triangulations. We give a generalization of the Fontaine-Mazur $\mathcal{L}$-invariant and use it to build a formula which is a generalization of the Colmez-Greenberg-Stevens formula.
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DOI | |
AMS Subject Classification |
11F80,11F85
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Received |
2020-11-23
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Accepted |
2020-12-16
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