Deriving Milnor's theorem on pullback rings
arXiv:2004.05899
Abstract
The classical theorem of Milnor on pullback rings states that the category of projective modules over a pullback ring is equivalent to a certain category of gluing triples consisting of projective modules. We prove an analogous result on the level of derived categories, where the equivalence has to be replaced by an epivalence.
Any comments are welcome!