Talk 8: Classical sheaf cohomology as a sheaf
Christian Dahlhausen (Universität Heidelberg)

(This talk requires good fundmanetal knowledge of the material) It seems to be “well known”, that given a sheaf F w.r.t to some Grothendieck topology on, say the category of Schemes, the functor RΓ(−, F) is a sheaf in the ∞-categorical sense. There seem to be no satsfying accounts of this in the literature and the proof is sketched in [1]. The goal of this talk is to explain this result and fill in as many details as possible.