[HTML][HTML] K-flatness in Grothendieck categories: application to quasi-coherent sheaves
S Estrada, J Gillespie, S Odabaşi - Collectanea Mathematica, 2024 - Springer
Let (G,⊗) be any closed symmetric monoidal Grothendieck category. We show that K-flat
covers exist universally in the category of chain complexes and that the Verdier quotient of K …
covers exist universally in the category of chain complexes and that the Verdier quotient of K …
K-flatness in Grothendieck categories: Application to quasi-coherent sheaves
S Estrada, J Gillespie, S Odabaşı - arXiv e-prints, 2023 - ui.adsabs.harvard.edu
Abstract Let $(\mathcal {G},\otimes) $ be any closed symmetric monoidal Grothendieck
category. We show that K-flat covers exist universally in the category of chain complexes …
category. We show that K-flat covers exist universally in the category of chain complexes …