AbstractUsing the exact completion of a weakly left exact category, we specialize previous results on monadic categories over øSøEøI to obtain a characterization of localizations of finitary algebraic categories. As a corollary, we have the Popescu-Gabriel representation theorem for Grothendieck categories
The fisrt focus of the paper is to prove and compar two different version of the Gabriel-Popescu Th...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractLet A be a locally finitely presented Grothendieck category. It is shown that a class of loc...
AbstractUsing the exact completion of a weakly left exact category, we specialize previous results o...
Using the exact completion of a weakly left exact category, we specialize previous results on monadi...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractLocalisations of a locally finitely presentable category A are shown to all arise from Groth...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
Algebraically exact categories have been introduced in J. Adamek, F. W. Lawvere, and J. Rosicky (to ...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
AbstractThe localisations of locally finitely presentable categories are characterised as those cate...
The main theme of this thesis is the parallel between results in topos theory and the theory of addi...
AbstractWe characterize regular locally finitely presentable categories as finitary localizations of...
AbstractThe regular and exact completions of categories withweak limits are proved to exist and to b...
We characterize localizations of monadic categories over SET using the fact that the category of alg...
The fisrt focus of the paper is to prove and compar two different version of the Gabriel-Popescu Th...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractLet A be a locally finitely presented Grothendieck category. It is shown that a class of loc...
AbstractUsing the exact completion of a weakly left exact category, we specialize previous results o...
Using the exact completion of a weakly left exact category, we specialize previous results on monadi...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractLocalisations of a locally finitely presentable category A are shown to all arise from Groth...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
Algebraically exact categories have been introduced in J. Adamek, F. W. Lawvere, and J. Rosicky (to ...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
AbstractThe localisations of locally finitely presentable categories are characterised as those cate...
The main theme of this thesis is the parallel between results in topos theory and the theory of addi...
AbstractWe characterize regular locally finitely presentable categories as finitary localizations of...
AbstractThe regular and exact completions of categories withweak limits are proved to exist and to b...
We characterize localizations of monadic categories over SET using the fact that the category of alg...
The fisrt focus of the paper is to prove and compar two different version of the Gabriel-Popescu Th...
AbstractWe characterize localizations of monadic categories over S E T using the fact that the categ...
AbstractLet A be a locally finitely presented Grothendieck category. It is shown that a class of loc...
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