Thomas Nikolaus- K-Theory of Z-P^n and Relative Prismatic Cohomology

Explore the computation of K-theory for rings of the form Z/p^n in this 52-minute lecture by Thomas Nikolaus from the Hausdorff Center for Mathematics. Delve into the crucial concepts of prisms and prismatic cohomology as developed by Bhatt-Scholze. Discover how these notions can be extended to more general settings and learn about their characterization through universal properties in relation to generalized prisms, which represent a higher categorical version of prisms. Gain insights into the intersection of algebraic K-theory, prismatic cohomology, and higher category theory in this advanced mathematical exploration.

Thomas Nikolaus: K-theory of Z/p^n and relative prismatic cohomology