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Invariants of D-modules

Abstract:

Let K be a complete, algebraically closed, non-trivially valued and non-Archimedean field of mixed characteristic (0, p). We investigate D-module theory on rigid spaces over K in the sense of Ardakov–Wadsley [5], with particular attention to module invariants, and focusing on the 1-dimensional disc X = SpK〈 x〉 as a base space. Highlights of these investigations are to provide tools for calculating lengths of 1-related modules, and to introduce a type of characteristic variety for coadmiss...

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Division:
MPLS
Department:
Mathematical Institute
Department:
University of Oxford
Role:
Author

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Supervisor
Type of award:
MSc by Research
Level of award:
Masters
Awarding institution:
University of Oxford
UUID:
uuid:70737ae0-0f86-484d-aa6c-0ffec501346a
Deposit date:
2019-04-24

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