arXiv
Open Access
2020
Poincaré duality for rigid analytic Hyodo--Kato theory
Veronika Ertl
Kazuki Yamada
Abstrak
The purpose of this paper is to establish Hyodo--Kato theory with compact support for semistable schemes through rigid analytic methods. To this end we introduce several types of log rigid cohomology with compact support. moreover we show that additional structures on the (rigid) Hyodo--Kato cohomology and the Hyodo--Kato map introduced in our previous paper are compatible with Poincaré duality. Compared to the crystalline approach, the constructions are explicit yet versatile, and hence suitable for computations.
Penulis (2)
V
Veronika Ertl
K
Kazuki Yamada
Akses Cepat
Informasi Jurnal
- Tahun Terbit
- 2020
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- en
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- arXiv
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