论文标题
构成综合体和$ p $ -adic典型的泰特泰特
Syntomic complexes and $p$-adic étale Tate twists
论文作者
论文摘要
本文的主要目的是通过$ p $ addic的tate tate tate taters tatters necation-schneider--sato-sato在常规$ p $ p $ - torsionfree方案上识别构想综合体。我们的方法自然适用于我们称为“ $ f $ -smooth”的更广泛的方案。常规方案的$ f $ - 平滑度为常规方案的绝对棱镜共同学带来了新的结果。
The primary goal of this paper is to identify syntomic complexes with the $p$-adic étale Tate twists of Geisser--Schneider--Sato on regular $p$-torsionfree schemes. Our methods apply naturally to a broader class of schemes that we call "$F$-smooth". The $F$-smoothness of regular schemes leads to new results on the absolute prismatic cohomology of regular schemes.
