Add to ORKGDedicated to Francis Borceux on the occasion of his sixtieth birthday Abstract: Observing that weak heredity of regular closure operators in Top and of homological closure operators in homological categories identifies torsion theories, we study these closure operators in parallel, showing that regular closure operators play the same role in topology as homological closure operators do algebraically
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
We introduce a relativized notion of (semi)normalcy for categories that come equipped with a proper ...
This paper deals with an order-theoretic analysis of certain structures studied in category theory. ...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
AbstractWe present characterizations of subcategories inducing weakly hereditary regular closure ope...
We introduce and study the notion of torsion theory in the non-abelian context of homological catego...
AbstractWe introduce and study the notion of torsion theory in the non-abelian context of homologica...
Offers an extensive investigation of the theory of closure operators in different areas of mathemati...
AbstractWe introduce and study the notion of torsion theory in the non-abelian context of homologica...
Abstract Departing from a suitable categorical description of closure operators, this paper dualizes...
The closure operators in the category Top of topological spaces are studied in full detail, providin...
AbstractA protolocalisation of a homological (resp. semi-abelian) category is a regular full reflect...
A protolocalisation of a homological (resp. semi-abelian) category is a regular full reflective subc...
A protolocalisation of a homological (resp. semi-abelian) category is a regular full reflective subc...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
We introduce a relativized notion of (semi)normalcy for categories that come equipped with a proper ...
This paper deals with an order-theoretic analysis of certain structures studied in category theory. ...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
Observing that weak heredity of regular closure operators in Top and of homological closure operator...
AbstractWe present characterizations of subcategories inducing weakly hereditary regular closure ope...
We introduce and study the notion of torsion theory in the non-abelian context of homological catego...
AbstractWe introduce and study the notion of torsion theory in the non-abelian context of homologica...
Offers an extensive investigation of the theory of closure operators in different areas of mathemati...
AbstractWe introduce and study the notion of torsion theory in the non-abelian context of homologica...
Abstract Departing from a suitable categorical description of closure operators, this paper dualizes...
The closure operators in the category Top of topological spaces are studied in full detail, providin...
AbstractA protolocalisation of a homological (resp. semi-abelian) category is a regular full reflect...
A protolocalisation of a homological (resp. semi-abelian) category is a regular full reflective subc...
A protolocalisation of a homological (resp. semi-abelian) category is a regular full reflective subc...
An abstract notion of closure operator is proposed with numerous applications in topology, algebra a...
We introduce a relativized notion of (semi)normalcy for categories that come equipped with a proper ...
This paper deals with an order-theoretic analysis of certain structures studied in category theory. ...