AbstractA topology on the spectrum of a locally coherent Grothendieck category is introduced. The closed subsets are related to certain localizing subcategories which are characterized in terms of Serre subcategories of the full subcategory of finitely presented objects
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
ABSTRACT. Locally finitely presentable categories have been generalized in [1], un-der the name of l...
AbstractA Grothendieck category C is said to be locally finitely generated if the subobject lattice ...
Krause H. The spectrum of a locally coherent category. Journal of Pure and Applied Algebra. 1997;114...
Krause H. The spectrum of a locally coherent category. Journal of Pure and Applied Algebra. 1997;114...
A topology on the spectrum of a locally coherent Grothendieck category is introduced. The closed sub...
AbstractA topology on the spectrum of a locally coherent Grothendieck category is introduced. The cl...
AbstractIn this paper, we introduce the atom spectrum of an abelian category as a topological space ...
2-equivalences are described between the category of small abelian categories with exact functors, t...
Abstract. An axiomatic characterization of the category of locales is given. The main idea is to int...
AbstractGiven the category of ordered Stone spaces (as introduced by Priestley, 1970) and the catego...
Abstract. We dene and investigate a class of categories with formal proper-ties similar to those of ...
We introduce and describe the 2-category of Grothendieck categories and flat morphisms between them....
AbstractEvery locally presentable category C can be embedded in a topos P of presheaves. There exist...
M. Barr and M.C. Pedicchio (4) introduced the category Grids of grids in order to show the opposite ...
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
ABSTRACT. Locally finitely presentable categories have been generalized in [1], un-der the name of l...
AbstractA Grothendieck category C is said to be locally finitely generated if the subobject lattice ...
Krause H. The spectrum of a locally coherent category. Journal of Pure and Applied Algebra. 1997;114...
Krause H. The spectrum of a locally coherent category. Journal of Pure and Applied Algebra. 1997;114...
A topology on the spectrum of a locally coherent Grothendieck category is introduced. The closed sub...
AbstractA topology on the spectrum of a locally coherent Grothendieck category is introduced. The cl...
AbstractIn this paper, we introduce the atom spectrum of an abelian category as a topological space ...
2-equivalences are described between the category of small abelian categories with exact functors, t...
Abstract. An axiomatic characterization of the category of locales is given. The main idea is to int...
AbstractGiven the category of ordered Stone spaces (as introduced by Priestley, 1970) and the catego...
Abstract. We dene and investigate a class of categories with formal proper-ties similar to those of ...
We introduce and describe the 2-category of Grothendieck categories and flat morphisms between them....
AbstractEvery locally presentable category C can be embedded in a topos P of presheaves. There exist...
M. Barr and M.C. Pedicchio (4) introduced the category Grids of grids in order to show the opposite ...
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
ABSTRACT. Locally finitely presentable categories have been generalized in [1], un-der the name of l...
AbstractA Grothendieck category C is said to be locally finitely generated if the subobject lattice ...
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