Prism in p-adic Geometry
A prism combines a delta-ring with a Cartier-divisor ideal and a completeness condition. Read the formal definition and its perfect, bounded, and crystalline variants before approaching prismatic cohomology.
Before opening the references
Commutative Ring · Ideal of a Commutative Ring · ring of p-adic integers · Chain Complex of Modules
Where to read
Start here: Prisms and Prismatic Cohomology
Bhargav Bhatt and Peter Scholze · Research paper · English · Free full text
Section 3, Definition 3.2 (The category of prisms), printed p. 28
Continue from here
Algebraic Geometry in the library · Preparation and skip guidance