AbstractGiven a locally presentable categoryCand a universal closure operation onC, the full subcategory of those objects inCwhich have the unique extension property along every dense subobject, is reflective inC. We study conditions onCwhich force the left exactness of the reflection: it suffices, for example, for monomorphisms to be stable under coproducts
A prolocalisation of an homological (resp. semi-abelian) category is a regular full re ective subc...
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
AbstractAn essential localization of a finitely complete category C is a full reflective subcategory...
AbstractGiven a locally presentable categoryCand a universal closure operation onC, the full subcate...
AbstractAn essential localization of a finitely complete category C is a full reflective subcategory...
In this paper we prove an $\infty$-categorical version of the reflection theorem of Ad\'amek-Rosick\...
AbstractFull reflective subcategories of varieties are characterized as the cocomplete categories wi...
We give a necessary and sufficient condition for the preservation of finite products by a reflectio...
AbstractLocalisations of a locally finitely presentable category A are shown to all arise from Groth...
An essential localization of a finitely complete category C is a full reflective subcategory D whose...
Abstract. Are all subcategories of locally finitely presentable categories that are closed under lim...
It is known that, in a locally presentable category, localization exists with respect to every set o...
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...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
A prolocalisation of an homological (resp. semi-abelian) category is a regular full re ective subc...
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
AbstractAn essential localization of a finitely complete category C is a full reflective subcategory...
AbstractGiven a locally presentable categoryCand a universal closure operation onC, the full subcate...
AbstractAn essential localization of a finitely complete category C is a full reflective subcategory...
In this paper we prove an $\infty$-categorical version of the reflection theorem of Ad\'amek-Rosick\...
AbstractFull reflective subcategories of varieties are characterized as the cocomplete categories wi...
We give a necessary and sufficient condition for the preservation of finite products by a reflectio...
AbstractLocalisations of a locally finitely presentable category A are shown to all arise from Groth...
An essential localization of a finitely complete category C is a full reflective subcategory D whose...
Abstract. Are all subcategories of locally finitely presentable categories that are closed under lim...
It is known that, in a locally presentable category, localization exists with respect to every set o...
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...
AbstractAlgebraically exact categories have been introduced in J. Adámek, F. W. Lawvere, and J. Rosi...
A prolocalisation of an homological (resp. semi-abelian) category is a regular full re ective subc...
AbstractA full reflective subcategory E of a presheaf category [Cop,Set] is the category of sheaves ...
AbstractAn essential localization of a finitely complete category C is a full reflective subcategory...
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