Add to ORKG2. Presheaves of morphisms associated to fibred categories 1 3. Descent data in fibred categories 3 4. Stacks
Data types are undergoing a major leap forward in their sophistication driven by a conjunction of i)...
(communicated by J. Stasheff) The structure of a k-fold monoidal category as introduced by Balteanu,...
2. Conventions and abuse of language 1 3. Properties of morphisms representable by algebraic spaces ...
AbstractA notion of fibre bundle is described, which makes sense in any category with finite inverse...
purely geometric reasons. The “logical ” aspect of fibred categories and, in particular, their relev...
2. Descent data for quasi-coherent sheaves 2 3. Descent for modules 3 4. Descent for universally inj...
We introduce a method to lift monads on the base category of a fibration toits total category. This ...
There is a construction which lies at the heart of descent theory. The combinatorial aspects of this...
AbstractThe paper deals with the question whether it is sufficient, when investigating the problem o...
Abstract-Data types are undergoing a major leap forward in their sophistication driven by a conjunct...
Abstract. We consider pseudo-descent in the context of 2-fibrations. A 2-category of descent data is...
AbstractWe study the fibrewise (pointed) homotopy, fibrewise (pointed) fibration and fibrewise (poin...
Abstract. Motivated by a desire to gain a better understanding of the “dimensionby-dimension” decomp...
AbstractA notion of fibre bundle is described, which makes sense in any category with finite inverse...
Abstract. Motivated by a desire to gain a better understanding of the “dimensionby-dimension” decomp...
Data types are undergoing a major leap forward in their sophistication driven by a conjunction of i)...
(communicated by J. Stasheff) The structure of a k-fold monoidal category as introduced by Balteanu,...
2. Conventions and abuse of language 1 3. Properties of morphisms representable by algebraic spaces ...
AbstractA notion of fibre bundle is described, which makes sense in any category with finite inverse...
purely geometric reasons. The “logical ” aspect of fibred categories and, in particular, their relev...
2. Descent data for quasi-coherent sheaves 2 3. Descent for modules 3 4. Descent for universally inj...
We introduce a method to lift monads on the base category of a fibration toits total category. This ...
There is a construction which lies at the heart of descent theory. The combinatorial aspects of this...
AbstractThe paper deals with the question whether it is sufficient, when investigating the problem o...
Abstract-Data types are undergoing a major leap forward in their sophistication driven by a conjunct...
Abstract. We consider pseudo-descent in the context of 2-fibrations. A 2-category of descent data is...
AbstractWe study the fibrewise (pointed) homotopy, fibrewise (pointed) fibration and fibrewise (poin...
Abstract. Motivated by a desire to gain a better understanding of the “dimensionby-dimension” decomp...
AbstractA notion of fibre bundle is described, which makes sense in any category with finite inverse...
Abstract. Motivated by a desire to gain a better understanding of the “dimensionby-dimension” decomp...
Data types are undergoing a major leap forward in their sophistication driven by a conjunction of i)...
(communicated by J. Stasheff) The structure of a k-fold monoidal category as introduced by Balteanu,...
2. Conventions and abuse of language 1 3. Properties of morphisms representable by algebraic spaces ...