… Then there exists a model structure on Ch(D), where the weak equivalences are H∗-…
guarantee that the model structure is monoidal. So to find the flat model structure we will need to …

… method for constructing a model structure. We apply it to the category of sheaves on a well-…
In this case, we construct a flat model structure on Ch(A) that is compatible with the tensor …

… of sheaves on a ringed space or quasi-coherent sheaves on a ringed space, we also have a
tensor product. Unfortunately the injective model structure … of complexes induced by the flat …

… quasi-coherent sheaves is strictly contained in the class of flat quasi-coherent sheaves,
and … enough projectives but with enough flat objects, the flat model structure would be the ‘…

… sheaves. We start by introducing the formalism of t-structures and we define the pperverse
sheaves, where … Concerning the existence of flat resolutions for sheaf complexes we have the …

… complexes of sheaves to topological problems of singular spaces, then one has to know the
basic results of sheaf … -local" characterization of the sheaf complexes on a smooth manifold …

… Holomorphic bundles thus play the same role for Kähler manifolds as flat bundles play for …
Other stability conditions for complexes of sheaves on X lead to alternative DT moduli spaces. …

… complexes of flats and Gorenstein flats. In section 6 we look at the dual notion of the Gorenstein
flat sheaves. … scheme, we show that the Gorenstein flat model structure on Qco(X), from […

… complexes for sheaves of K-groups on schemes. Such complexes are defined for any abelian
sheaf … This morphism extends to a morphism of Gersten complexes only if f is flat. The main …

… of the homotopy category of F-totally acyclic complexes of flat quasi-coherent sheaves on X
by its subcategory of pure-acyclic complexes. Indeed, for a commutative noetherian ring A of …