Weight Filtration on Log Crystalline Site

Explore a detailed mathematical lecture on the construction of a filtered complex on certain log crystalline sites for families of simple normal crossing log varieties where p is nilpotent. Delve into how this construction relates to the weight filtered p-adic Steenbrink complex when projected to the Zariski site, as defined by Mokrane and Nakkajima. Learn from Atsushi Shiho of the University of Tokyo as he presents this advanced topic in algebraic geometry and p-adic cohomology theory. Gain insights into the intricate relationships between log varieties, crystalline sites, and filtered complexes in this hour-long presentation from the Institut des Hautes Etudes Scientifiques (IHES).