On differential modules associated to de Rham representations in the imperfect residue field case
【2013.1.16 5:00pm,C610】 |
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2013-1-14
Colloquia & Seminars
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Speaker |
大久保俊，Shun Ohkubo，東大数理 |
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Title |
On differential modules associated to de Rham representations in the imperfect residue field case |
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Time |
2013.1.16 5:00pm |
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Venue |
C610 |
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Abstract |
Let K be a CDVF of mixed characteristic (0,p) and G the absolute Galois group of K. When the residue field of K is perfect, Laurent Berger constructed a p-adic differential equation NdR(V) for any de Rham representation V of G. In this talk, we will generalize his construction when the residue field of K is not perfect. We also explain some ramification properties of our NdR, which are due to Adriano Marmora in the perfect residue field case. |
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Affiliation |
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