Joint work with Julia Ramos González
In this short talk, we discuss a Gabriel-Popescu theorem in the framework of dg-categories and t-structures. This exhibits any pretriangulated dg-category with a suitable t-structure (such that its heart is a Grothendieck abelian category) as a t-exact localization of a derived dg-category of dg-modules. The proof is based on a generalization of Mitchell's argument in "A quick proof of the Gabriel-Popesco theorem" and involves derived injective objects. This is joint work with Julia Ramos González (Universiteit Antwerpen).
By Dustin Clausen
By Riccardo Zanfa
By Jean-Claude Belfiore
By Daniel Bennequin
By Samson Abramsky
By Jens Hemelaer
By Francesco Genovese
By Clément Delcamp
By Christoph Koutschan
By Christoph Koutschan
By Christiane Koch
By Misha Gromov
By Céline Duval
By Olivier Benoist
