论文标题
Scholze的钻石类别的专业图
Specialization maps for Scholze's category of diamonds
论文作者
论文摘要
我们介绍了Scholzes钻石理论中的专业图。我们认为V型套像是正式方案，并将其称为金伯利特。我们附着在它们上：减少的特殊纤维，一个分析基因座，专业图，Zariski站点和一个位点。当金伯利特来自正式计划时，我们的网站恢复了古典计划。我们证明，未受到的P-ADIC BEILINSON-DRINFELD GRSMANNIANS是具有有限性和正常性特性的金伯利特人。
We introduce the specialization map in Scholzes theory of diamonds. We consider v-sheaves that behave like formal schemes and call them kimberlites. We attach to them: a reduced special fiber, an analytic locus, a specialization map, a Zariski site, and an etale site. When the kimberlite comes from a formal scheme, our sites recover the classical ones. We prove that unramified p-adic Beilinson--Drinfeld Grassmannians are kimberlites with finiteness and normality properties.
