论文标题
在分析ADIC空间上适当推动
Proper pushforwards on analytic adic spaces
论文作者
论文摘要
我们为分析ADIC空间的部分适当的形态构建适当的推动力。这概括了由于范围在非架构领域的刚性分析品种中所引起的理论。对于在Kiehl的意义上是平稳且部分正确的某些形态，我们进一步构建了痕量映射和二元性配对。
We construct proper pushforwards for partially proper morphisms of analytic adic spaces. This generalises the theory due to van der Put in the case of rigid analytic varieties over a non-Archimedean field. For morphisms which are smooth and partially proper in the sense of Kiehl, we furthermore construct the trace map and duality pairing.
