We give necessary and sufficient conditions on a functor k : C -> epsilon, where C is an algebraic theory, in for the induced functor epsilon(k-,-) : epsilon -> Alg(C) to be a geometric morphism or a localization. We apply our techniques also to the particular case of module categories and to the case of presheaf categories. (c) 2006 Elsevier Inc. All rights reserved
We characterize localizations of monadic categories over SET using the fact that the category of alg...
Given a functor T : C→D carrying a class of morphisms S ⊂ C into a class S' ⊂ D, we give sufficient ...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractWe give necessary and sufficient conditions on a functor k:C→E, where C is an algebraic theo...
AbstractWe give necessary and sufficient conditions on a functor k:C→E, where C is an algebraic theo...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
characterization of those categories occurring as regular epireflec-tive subcategories of presheaf c...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
The fisrt focus of the paper is to prove and compar two different version of the Gabriel-Popescu Th...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
2. General remarks 2 3. Representable morphisms of presheaves 2 4. Lists of useful properties of mor...
Using the exact completion of a weakly left exact category, we specialize previous results on monadi...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
2-equivalences are described between the category of small abelian categories with exact functors, t...
We characterize localizations of monadic categories over SET using the fact that the category of alg...
Given a functor T : C→D carrying a class of morphisms S ⊂ C into a class S' ⊂ D, we give sufficient ...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractWe give necessary and sufficient conditions on a functor k:C→E, where C is an algebraic theo...
AbstractWe give necessary and sufficient conditions on a functor k:C→E, where C is an algebraic theo...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
characterization of those categories occurring as regular epireflec-tive subcategories of presheaf c...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
The fisrt focus of the paper is to prove and compar two different version of the Gabriel-Popescu Th...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
2. General remarks 2 3. Representable morphisms of presheaves 2 4. Lists of useful properties of mor...
Using the exact completion of a weakly left exact category, we specialize previous results on monadi...
We give sufficient conditions for homotopical localization functors to preserve algebras over colour...
2-equivalences are described between the category of small abelian categories with exact functors, t...
We characterize localizations of monadic categories over SET using the fact that the category of alg...
Given a functor T : C→D carrying a class of morphisms S ⊂ C into a class S' ⊂ D, we give sufficient ...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...